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 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Prepare audio data for image recognition\n",
    "\n",
    "The data is pretty good, but there's a few samples that aren't exactly 1 second long and some samples that are either truncated or don't contain very much of the word.\n",
    "\n",
    "The code in the notebook attempts to filter out the broken audio so that we are only using good audio.\n",
    "\n",
    "We then generate spectrograms of each word. We mix in background noise with the words to make it a more realistic audio sample."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download data set\n",
    "Download from: https://storage.cloud.google.com/download.tensorflow.org/data/speech_commands_v0.02.tar.gz - approx 2.3 GB\n",
    "\n",
    "And then run\n",
    "```\n",
    "tar -xzf data_speech_commands_v0.02.tar.gz -C speech_data\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import tensorflow as tf\n",
    "import numpy as np\n",
    "from tensorflow.io import gfile\n",
    "import tensorflow_io as tfio\n",
    "from tensorflow.python.ops import gen_audio_ops as audio_ops\n",
    "from tqdm.notebook import tqdm\n",
    "import matplotlib.pyplot as plt\n",
    "from tensorflow.python.ops import gen_audio_ops as audio_ops"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "SPEECH_DATA='speech-data'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# The audio is all sampled at 16KHz and should all be 1 second in length - so 1 second is 16000 samples\n",
    "EXPECTED_SAMPLES=16000\n",
    "# Noise floor to detect if any audio is present\n",
    "NOISE_FLOOR=0.1\n",
    "# How many samples should be abover the noise floor?\n",
    "MINIMUM_VOICE_LENGTH=EXPECTED_SAMPLES/4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# list of folders we want to process in the speech_data folder\n",
    "command_words = [\n",
    "    'forward',\n",
    "    'backward',\n",
    "    'left',\n",
    "    'right',\n",
    "    '_invalid',\n",
    "]\n",
    "nonsense_words = [\n",
    "    'stop',\n",
    "    'go',\n",
    "    'on',\n",
    "    'off',\n",
    "    'up',\n",
    "    'down',\n",
    "    'learn',\n",
    "    'yes',\n",
    "    'no',\n",
    "    'zero',\n",
    "    'one',\n",
    "    'two',\n",
    "    'three',\n",
    "    'four',\n",
    "    'five',\n",
    "    'six',\n",
    "    'seven',\n",
    "    'eight',\n",
    "    'nine',\n",
    "    'follow',\n",
    "    'tree',\n",
    "    'bed',\n",
    "    'bird',\n",
    "    'cat',\n",
    "    'dog',\n",
    "    'happy',\n",
    "    'house',\n",
    "    'marvin',\n",
    "    'sheila',\n",
    "    'visual',\n",
    "    'wow',\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# get all the files in a directory\n",
    "def get_files(word):\n",
    "    return gfile.glob(SPEECH_DATA + '/'+word+'/*.wav')\n",
    "\n",
    "# get the location of the voice\n",
    "def get_voice_position(audio, noise_floor):\n",
    "    audio = audio - np.mean(audio)\n",
    "    audio = audio / np.max(np.abs(audio))\n",
    "    return tfio.audio.trim(audio, axis=0, epsilon=noise_floor)\n",
    "\n",
    "# Work out how much of the audio file is actually voice\n",
    "def get_voice_length(audio, noise_floor):\n",
    "    position = get_voice_position(audio, noise_floor)\n",
    "    return (position[1] - position[0]).numpy()\n",
    "\n",
    "# is enough voice present?\n",
    "def is_voice_present(audio, noise_floor, required_length):\n",
    "    voice_length = get_voice_length(audio, noise_floor)\n",
    "    return voice_length >= required_length\n",
    "\n",
    "# is the audio the correct length?\n",
    "def is_correct_length(audio, expected_length):\n",
    "    return (audio.shape[0]==expected_length).numpy()\n",
    "\n",
    "\n",
    "def is_valid_file(file_name):\n",
    "    # load the audio file\n",
    "    audio_tensor = tfio.audio.AudioIOTensor(file_name)\n",
    "    # check the file is long enough\n",
    "    if not is_correct_length(audio_tensor, EXPECTED_SAMPLES):\n",
    "        return False\n",
    "    # convert the audio to an array of floats and scale it to betweem -1 and 1\n",
    "    audio = tf.cast(audio_tensor[:], tf.float32)\n",
    "    audio = audio - np.mean(audio)\n",
    "    audio = audio / np.max(np.abs(audio))\n",
    "    # is there any voice in the audio?\n",
    "    if not is_voice_present(audio, NOISE_FLOOR, MINIMUM_VOICE_LENGTH):\n",
    "        return False\n",
    "    return True\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_spectrogram(audio):\n",
    "    # normalise the audio\n",
    "    audio = audio - np.mean(audio)\n",
    "    audio = audio / np.max(np.abs(audio))\n",
    "    # create the spectrogram\n",
    "    spectrogram = audio_ops.audio_spectrogram(audio,\n",
    "                                              window_size=320,\n",
    "                                              stride=160,\n",
    "                                              magnitude_squared=True).numpy()\n",
    "    # reduce the number of frequency bins in our spectrogram to a more sensible level\n",
    "    spectrogram = tf.nn.pool(\n",
    "        input=tf.expand_dims(spectrogram, -1),\n",
    "        window_shape=[1, 6],\n",
    "        strides=[1, 6],\n",
    "        pooling_type='AVG',\n",
    "        padding='SAME')\n",
    "    spectrogram = tf.squeeze(spectrogram, axis=0)\n",
    "    spectrogram = np.log10(spectrogram + 1e-6)\n",
    "    return spectrogram"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# process a file into its spectrogram\n",
    "def process_file(file_path):\n",
    "    # load the audio file\n",
    "    audio_tensor = tfio.audio.AudioIOTensor(file_path)\n",
    "    # convert the audio to an array of floats and scale it to betweem -1 and 1\n",
    "    audio = tf.cast(audio_tensor[:], tf.float32)\n",
    "    audio = audio - np.mean(audio)\n",
    "    audio = audio / np.max(np.abs(audio))\n",
    "    # randomly reposition the audio in the sample\n",
    "    voice_start, voice_end = get_voice_position(audio, NOISE_FLOOR)\n",
    "    end_gap=len(audio) - voice_end\n",
    "    random_offset = np.random.uniform(0, voice_start+end_gap)\n",
    "    audio = np.roll(audio,-random_offset+end_gap)\n",
    "    # add some random background noise\n",
    "    background_volume = np.random.uniform(0, 0.1)\n",
    "    # get the background noise files\n",
    "    background_files = get_files('_background_noise_')\n",
    "    background_file = np.random.choice(background_files)\n",
    "    background_tensor = tfio.audio.AudioIOTensor(background_file)\n",
    "    background_start = np.random.randint(0, len(background_tensor) - 16000)\n",
    "    # normalise the background noise\n",
    "    background = tf.cast(background_tensor[background_start:background_start+16000], tf.float32)\n",
    "    background = background - np.mean(background)\n",
    "    background = background / np.max(np.abs(background))\n",
    "    # mix the audio with the scaled background\n",
    "    audio = audio + background_volume * background\n",
    "    # get the spectrogram\n",
    "    return get_spectrogram(audio)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "train = []\n",
    "validate = []\n",
    "test = []\n",
    "\n",
    "TRAIN_SIZE=0.8\n",
    "VALIDATION_SIZE=0.1\n",
    "TEST_SIZE=0.1"
   ]
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     "text": [
      "\n",
      "61878 7769 7719\n"
     ]
    }
   ],
   "source": [
    "def process_files(file_names, label, repeat=1):\n",
    "    file_names = tf.repeat(file_names, repeat).numpy()\n",
    "    return [(process_file(file_name), label) for file_name in tqdm(file_names, desc=f\"{word} ({label})\", leave=False)]\n",
    "\n",
    "# process the files for a word into the spectrogram and one hot encoding word value\n",
    "def process_word(word, label, repeat=1):\n",
    "    # get a list of files names for the word\n",
    "    file_names = [file_name for file_name in tqdm(get_files(word), desc=\"Checking\", leave=False) if is_valid_file(file_name)]\n",
    "    # randomly shuffle the filenames\n",
    "    np.random.shuffle(file_names)\n",
    "    # split the files into train, validate and test buckets\n",
    "    train_size=int(TRAIN_SIZE*len(file_names))\n",
    "    validation_size=int(VALIDATION_SIZE*len(file_names))\n",
    "    test_size=int(TEST_SIZE*len(file_names))\n",
    "    # get the training samples\n",
    "    train.extend(\n",
    "        process_files(\n",
    "            file_names[:train_size],\n",
    "            label,\n",
    "            repeat=repeat\n",
    "        )\n",
    "    )\n",
    "    # and the validation samples\n",
    "    validate.extend(\n",
    "        process_files(\n",
    "            file_names[train_size:train_size+validation_size],\n",
    "            label,\n",
    "            repeat=repeat\n",
    "        )\n",
    "    )\n",
    "    # and the test samples\n",
    "    test.extend(\n",
    "        process_files(\n",
    "            file_names[train_size+validation_size:],\n",
    "            label,\n",
    "            repeat=repeat\n",
    "        )\n",
    "    )\n",
    "\n",
    "# process all the command words\n",
    "for word in tqdm(command_words, desc=\"Processing words\"):\n",
    "    if '_' not in word:\n",
    "        repeat = 40 if word in ('forward','backward') else 20\n",
    "        process_word(word, command_words.index(word), repeat=repeat)\n",
    "        \n",
    "# all the nonsense words\n",
    "for word in tqdm(nonsense_words, desc=\"Processing words\"):\n",
    "    if '_' not in word:\n",
    "        process_word(word, command_words.index('_invalid'), repeat=1)\n",
    "\n",
    "print(len(train), len(test), len(validate))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
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     "text": [
      "\n",
      "80583 10118 10053\n"
     ]
    }
   ],
   "source": [
    "# process the background noise files\n",
    "def process_background(file_name, label):\n",
    "    # load the audio file\n",
    "    audio_tensor = tfio.audio.AudioIOTensor(file_name)\n",
    "    audio = tf.cast(audio_tensor[:], tf.float32)\n",
    "    audio_length = len(audio)\n",
    "    samples = []\n",
    "    for section_start in tqdm(range(0, audio_length-EXPECTED_SAMPLES, 16000), desc=file_name, leave=False):\n",
    "        section_end = section_start + EXPECTED_SAMPLES\n",
    "        section = audio[section_start:section_end]\n",
    "        # get the spectrogram\n",
    "        spectrogram = get_spectrogram(section)\n",
    "        samples.append((spectrogram, label))\n",
    "\n",
    "    # simulate random utterances\n",
    "    for section_index in tqdm(range(1000), desc=\"Simulated Words\", leave=False):\n",
    "        section_start = np.random.randint(0, audio_length - EXPECTED_SAMPLES)\n",
    "        section_end = section_start + EXPECTED_SAMPLES\n",
    "        section = np.reshape(audio[section_start:section_end], (EXPECTED_SAMPLES))\n",
    "\n",
    "        result = np.zeros((EXPECTED_SAMPLES))\n",
    "        # create a pseudo bit of voice\n",
    "        voice_length = np.random.randint(MINIMUM_VOICE_LENGTH/2, EXPECTED_SAMPLES)\n",
    "        voice_start = np.random.randint(0, EXPECTED_SAMPLES - voice_length)\n",
    "        hamming = np.hamming(voice_length)\n",
    "        # amplify the voice section\n",
    "        result[voice_start:voice_start+voice_length] = hamming * section[voice_start:voice_start+voice_length]\n",
    "        # get the spectrogram\n",
    "        spectrogram = get_spectrogram(np.reshape(section, (16000, 1)))\n",
    "        samples.append((spectrogram, label))\n",
    "        \n",
    "    \n",
    "    np.random.shuffle(samples)\n",
    "    \n",
    "    train_size=int(TRAIN_SIZE*len(samples))\n",
    "    validation_size=int(VALIDATION_SIZE*len(samples))\n",
    "    test_size=int(TEST_SIZE*len(samples))\n",
    "    \n",
    "    train.extend(samples[:train_size])\n",
    "\n",
    "    validate.extend(samples[train_size:train_size+validation_size])\n",
    "\n",
    "    test.extend(samples[train_size+validation_size:])\n",
    "\n",
    "        \n",
    "for file_name in tqdm(get_files('_background_noise_'), desc=\"Processing Background Noise\"):\n",
    "    process_background(file_name, command_words.index(\"_invalid\"))\n",
    "    \n",
    "print(len(train), len(test), len(validate))"
   ]
  },
  {
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   "execution_count": 13,
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    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "def process_problem_noise(file_name, label):\n",
    "    samples = []\n",
    "    # load the audio file\n",
    "    audio_tensor = tfio.audio.AudioIOTensor(file_name)\n",
    "    audio = tf.cast(audio_tensor[:], tf.float32)\n",
    "    audio_length = len(audio)\n",
    "    samples = []\n",
    "    for section_start in tqdm(range(0, audio_length-EXPECTED_SAMPLES, 800), desc=file_name, leave=False):\n",
    "        section_end = section_start + EXPECTED_SAMPLES\n",
    "        section = audio[section_start:section_end]\n",
    "        # get the spectrogram\n",
    "        spectrogram = get_spectrogram(section)\n",
    "        samples.append((spectrogram, label))\n",
    "        \n",
    "    np.random.shuffle(samples)\n",
    "    \n",
    "    train_size=int(TRAIN_SIZE*len(samples))\n",
    "    validation_size=int(VALIDATION_SIZE*len(samples))\n",
    "    test_size=int(TEST_SIZE*len(samples))\n",
    "    \n",
    "    train.extend(samples[:train_size])\n",
    "    validate.extend(samples[train_size:train_size+validation_size])\n",
    "    test.extend(samples[train_size+validation_size:])\n",
    "\n",
    "\n",
    "for file_name in tqdm(get_files(\"_problem_noise_\"), desc=\"Processing problem noise\"):\n",
    "    process_problem_noise(file_name, command_words.index(\"_invalid\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "84508 10610 10543\n"
     ]
    }
   ],
   "source": [
    "print(len(train), len(test), len(validate))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# randomise the training samples\n",
    "np.random.shuffle(train)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "X_train, Y_train = zip(*train)\n",
    "X_validate, Y_validate = zip(*validate)\n",
    "X_test, Y_test = zip(*test)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Saved training data\n",
      "Saved validation data\n",
      "Saved test data\n"
     ]
    }
   ],
   "source": [
    "# save the computed data\n",
    "np.savez_compressed(\n",
    "    \"training_spectrogram.npz\",\n",
    "    X=X_train, Y=Y_train)\n",
    "print(\"Saved training data\")\n",
    "np.savez_compressed(\n",
    "    \"validation_spectrogram.npz\",\n",
    "    X=X_validate, Y=Y_validate)\n",
    "print(\"Saved validation data\")\n",
    "np.savez_compressed(\n",
    "    \"test_spectrogram.npz\",\n",
    "    X=X_test, Y=Y_test)\n",
    "print(\"Saved test data\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "# get the width and height of the spectrogram \"image\"\n",
    "IMG_WIDTH=X_train[0].shape[0]\n",
    "IMG_HEIGHT=X_train[0].shape[1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_images2(images_arr, imageWidth, imageHeight):\n",
    "    fig, axes = plt.subplots(2, 5, figsize=(10, 10))\n",
    "    axes = axes.flatten()\n",
    "    for img, ax in zip(images_arr, axes):\n",
    "        ax.imshow(np.reshape(img, (imageWidth, imageHeight)))\n",
    "        ax.axis(\"off\")\n",
    "    plt.tight_layout()\n",
    "    plt.show()\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x720 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "word_index = command_words.index(\"left\")\n",
    "\n",
    "X_left = np.array(X_train)[np.array(Y_train) == word_index]\n",
    "plot_images2(X_left[:10], IMG_WIDTH, IMG_HEIGHT)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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HOpcrshlaQWmDc76koYly0H3CM6Fv1a8Gj4b197CEYXv7TMeTCiEF1j6vl144VzHox32zHMkNrnepPyxe7Gn/xZX7YMBRY5qL2ijAK5XggPJdUstqxybcCKpBIdMHkA+ACtz9RpQJg0JCrMqNpnBqoBwC9C5DIXhMPK6nmZvDyWY7P/C5K1L2vJwXQpFQXqQ6a8EhpfOF2iI/wdLwNamrvzr7xwvuqZjFR3P0TbhpeEEroOObY3F8ZXMLr3dPRAwBgYtFnoFCx/7iqdo6eiMKrv+Nzpn5mS1e6A6Xyu++hIwDK8azLhxCMM69Fd+gn70V3zweK6eTt6qz5DVWmz8aeGVtzHTceleDOPlzrdpO9tUP1m0MEkoVUKY1xkRwrT47/4FoSgYI7P17TkRqn+KI1gTOrQ7V51uXmtOjV+qz5Y2kW16QzHeQVXhAt6PULsYzgfNmjKCLxRGcHRaqv2Hqj+GvLg91Ofwp0S15fY0OEKTv0936wBJKGFi+JqQUOa4bgGJuDf36S+Fisc3NKB6ifCXHhDa3hXXwPinh6L9S3c+PQJUj5IbuGc75Lhh07wikWPPuwRuDf/rZZrv4DlLAxWPdVHIGpwe0xepIfSjFc5R1uftS57n9xH9QsV0XB6oTBrjEYx0/0zB0azxH0wPIAs5Qph30FVRBgHcXT7aI+uO7h3POzR/WOwElt/XvGYvT+rCPGMow9tkYEo7LP1QnYl+m9OfyD/UOSOc055xL4YaW9nSu3a8QdHWom13s81mmNupc+uetwr4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwJ18LM3OuWqT5uhcebo85DH45s4v8YH/SbuY6gRlWxxBGxQBJRZcietJD0BXrQ5BY4HROX8r6QBDCToPZdRdwGkhfV3hZ4HyVKsl10uY08eg+N7pE//yYT2dU3QhbZCxhhdosI2iK07qqTjnnGuuSJFoP1dFsy6nj7naGStSZx++OngNGjxE4bcR8NENVvd6K5m3U3PtK7oyoH/MVM/BWG1EB4jlgeqfcgNKHoJLbTOsg6v10wHcIA5FOQdTrNZ3zmXd+mHWTNHf36kxih5CSq7UN9c9dfisp3Ny5S7LFyzBK1PmQenJrDIe8TfPwQDXSPdJ5WsFdnQz1HluwbPdExmkFHkOSVeG/8eH9XQw55v5yZYQIOdcNKlf/c8QkNaN6o2rpdcnDG3Rb+Nb1c1qX20XpHDJSOBWkdO9ROeMbv2xlj0RrR+OILc4YYoQ5gmEkRQw3w/Phvot5qp1gpCXkFR+fRBMY4EQlIm/+jvC/UVvb/AHSKH64qiDth4ixTWO/w7I9jCGJ+g3dCei5A9ON5RCRLHO8+WF6t4551ZXkJDgecZAJ8oQOH/TVSKnmwY2Ob81MS/zt3Sb8EJDZj5Vzr/FI/9vm3IglINBHq1rzN1zPl90DGlwuiiQfudvp08btcc758s4+Ru6ytA5IaT04kcfb7aD0cx9MAq+Y2g36XvS/wUcIAZf6QeTx+pE7euKKxDajM4VnTNIK/He1Hu9JaTnG5Vp9ojn2S5D3Jzzrc45e0hJbGPrcTxXEUP+M63vE2xHSj1Weyr3/BDyVfShLsKp6IrG/lBFjnfQCMeNP2rjmEbtMRGeeW0EO9XBviAbDAaDwWAwGAyAvSAbDAaDwWAwGAzA3UveGYwBOUMIdi0d0Fwan+xJD0DO0Fz47+Rlv94VIOvjkzhcKRanWM15qXMtj0BntmB6PxeFefhAtO9kjvxvULvpDJRixSublEQBqcga/ELYgkMAVq0GffFv/KjfRAhCfqNrhzNQhaA4SDeVoJVL59MR4TM10vRMjUdnCG+Fc0JqTdfu5duDXbYigcsB2j5AeEGGOsuOVAfZBdwjYLYfTfz7I121GpC21PboU1G68QQuFhPdOMMVuJq+ARqcjiyk0EkDpvuq4/jKp/uiCRwSENSwPBRPRCeO9mstay47ul56oOOZRR/OEJSyw2XeoJgg1WCQRjHwUwaSt+Iw548kS6E0gQEilImUU9134zs4WtC5Yg36c03TeoYOjCEzGW75v36lGAycYWAMA1OyHq6H33fPRKs2clKh7KeqGwaFZDsa2+k+2h2/Tc79ftOERGb5UOEg8VAzCKUbDIOhSf76gaRlwVz3kEOGQTkNKch1hEAaUp5DLL13zoUI/kifS54QvcdxdEtofHj/2IYGJDgcq5yvudo/atbPgcup6qOz40tIVpDOsU9QppZ36CbjlbC2HPGoXlaxpNMKfutJONB3KTFzzrlwVk9NR6C1KY2kewSdlOiuQLlQADnC9BHcAfL6siZDlK1Km7NLoIqX+/g9JIKeRIPuJ/mHu1gEeMZGGHrzY+3vv8XzHGFT82ONrxhzRxlW2oLhImvWj/b3X3FO0n2MXmCehmyGoSExJDgJnpEpZERpr96xi8Ed1ftY7eD9A33Fl9cgKOSRDmrd8lmr49vY30QwDmUV7Wu8C2AeZn395jhINF7rmVV01S6zB5pzm/WvmW4d3v2N2L4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwJ0SC9Iky4N642nS4Fw17AULrGC236tQIaBMGzd0V9cmVxrHI6yKfAzz/UvdyhrUWveRZBXLDI4ZCAqJY5Upg3SiUSlqtgeHAPzXIkC4QuuB+KfFe+S474OGgVvHGuVYQ0qR9yhd0bW6b3T8DKuDaeztnHP5GtfG39hGLdLSYDBoyh0cH7m/DjqhCn/UFY8VYalr8h4r4LFKlotsG/7iYG+FKvvp/CFWm9/oGsyE73+rH9ANgnR1AYopmugeohkpIPwWcovZCzk7OOdTUaSZ268V1FAgKz47REjOQtdjHfQ/E++Y7+n49hudMz2kDQ3oswNS615RvTpIblVPeRtU+xZv9SYp9CCoP+gOrEFBxpAqrTBG3FCTQdnTMeXMl4r8FgzDcW77qnJWRPdMfHfeZhtDHnNMSlHliCB/aH32Xud5RLsDjkfUa+rzgOuexnDrndrVpWqX9aGkFyXowvhWPGzZggvLuRwj4hH63M6Jzt8Abb7E4IIsotHxgzTKrsoaf3utP6zg9rO6e8X4d8Ua82nu0fxoa3RHyhxCuB85hFjNMH8657znUXPLbXBcdN9oe/oMz8gX0gg0/oPGbSoVjAun9XNbsKIeQZsMtnHOuWZe/+xgwBfHPV2pKGdgnTH4gzIJyjkKuJ/wmb3cx/Ftv6yUcdBhifvTgbYp76DbT/Pal/zcB5S10QmkAwejwAuYgpQNLiB0fak6inC+8Zwe0K6cP/J2fTgTHXfogDE/qa9zSgcZfNJ/q3u7+qn/+kdJWOsGblxS57npQ91E+3qLpAb3wwCyGQKwckhG2leYx9GXW1d4/nT950mwgpwM8rVwofvrvvPdpDa/nUMG161/bvwW9gXZYDAYDAaDwWAA7AXZYDAYDAaDwWAA7naxABuSwPc/7eMQ5n/DxaKBT+4Mf2jklc/6+zqw/RT08OeiqXkNrkZsLiHdgHSAUoi40Kf56a04nAakFAVCCcIEFHqrUj2QkxQjhE08lXSAjhjOY5yxyhurrhsRJB2oP8+4fA+ryqHtKOE8sa5KV4A16om0Y9ajPEbHr7CquUT4w33RoAMHuLxZhlWlqJx0APnJex1ftBGicuRTLLsv4Z4A6ps0JI316WIxfwBqjnTkVX0dljFocBzPFcstODu03/hu+PkAdDRWXucH2l8G9f9XLXsIIwFtTnqRARGuib6FaxX7klsES4aJ+NdjYMRyX50iXKKNICeJv4RzRQ+Sju/gYsHwntUSHRKyijVkFQ7jiI4AdNypBiWQDm3d1q/2X+0hyCcmtQzacQyJ0DtxkKtT1UEjE29OKo9hNuwPs4/Bszvn2ucIB4EUo9yBfGqsBgzowrLSNRo7mvfWPcyBGaQhYx1PmnNNl4wxuNZ2RYIA15fiUHN38PZKv98f6LwjSEaI7+BuwfmGAUmeqwQCmaItjifRGCFRkT/fxNf1kiHS4NGUEgY64qBMI/Xl1R7mAro2QUZIcwYvPAP744rDD8sUgl736H482iI0K3/rOVdhSqM0gfvp3JHhHSG5xXtBZci1EKwxD/k81zGeUwjGbzhS3193Kv3xHsgRMDP6GEE+CMpykNrR7YPSAUpRfuf+butdKVojvA/0eQL+FtKINyrr9JRSCMyZcHPqv0ZAF8pEdwq6izjn3O7XmgPmkJCxrxz+QnU+eaxnUDKmNJWuW7pe5wLBXXi28DNt3oKMbQA5x03l2Qw5XxPXWx4htOWdOidlGCW24+vKA7AC+4JsMBgMBoPBYDAA9oJsMBgMBoPBYDAAd0osvNXq+EwfQ25B2oef7BdHoP+5AriSO1FghfrsRhxNAokBKZbFCQ3LQV31KFXQe//0GpQizN7bXZ00S1UN+bXKQHeK3xQe9DrkDasJKPsE8g5QdotbnZeyivUM1A7kDwFWVzMIgnRHfIP9sV9WrpgNtqy65jUoY+m9p47lwylPOpvkkFiQfSppgL+qX7lLOUj3zLdOYHnboOnyDiQaoIppNE7T+yYkGQwBSW4QxgAJBylgyjnSXVFGnuTBOddcYZUuqXLIKppwmQjGoKIewNECcguek9uk7EO4b9AQnbISBpdUfu4CmLlzNTcp47ID6cAabZTVyxfuQrrSuUrIJxg8EwwZclLv/h7KN94z2HfOuayH7RnGGKhoyio65+oHi8N64/nsSG2Uw9w+mmL7UoVinTHYpfPalx1ke5gP38kZongmZ5myjUAQOmJAzsTQm/xI8gf2CQaWcNU7+3t5MND+ytRIWrWx4BL9xNXBk+Pc3tYec18EC8qKtD+C7CbDPNSgcxKKmu9SolKZT8EIe5JBukyg36UDzuXa7811rGZMGXyWta7hkARngQLP3bzr93HKihj8sebchfFJRwvKJxkIRrcK73mOe9h5STkBZC8YK9UQk8WhLs5QCa+OUTc7L6k9hJtLp76f3QkUpcnn31tdI91BGBGG52pX5d75VnPE8sB3RaDrA0M26NCwPNRvGGLFZzqlEQH6XAbnD7qL8NlHmQcDgVov/efUcp9txueljqH8jM8HulI0dlFnYzh0INwqxn1OH2IOPIfsC/Nz9+uhV9bxjyRHi4f6DWVweV9zIF0v+MybP8U8VAP7gmwwGAwGg8FgMAD2gmwwGAwGg8FgMAD2gmwwGAwGg8FgMAB3apBp/0IrGepeqOdaIiyqAW1xi8FK+xVtIvSqDprTFHqwEJFqRQc6x11YGZ1LgxRCu9KAHVvjU93Q4o3EVo0DaYia0B3zus75iUOOiXSvYN1zgFQn2KhRF+2gmYuoL0aSHnXeiwe65+RKOp4COuhGRY4Z1MszXTykblv7fZ0YNEtpfRrNXWCq4TRTuzDJMPNihZjASKs7bdN67jfH1SceMnSNOiralCWXsAeCbrNoaXt5iBSzC4gLaaMGQXgTeqyi4+vQPDu4b6W3LB8PVA7aWzERbaj6D6YQk6Mc67g+7S3dQ7QShg012FUUcf3/mZkm6FmIeUlr6MvzLTZedyCK1QmLEdYCYJyv0WcbsH+j7nK1V58Y5tx2PT5TxjLI0qgBbUOPTM0urRdbl6qnrIcEO1hGhiOdh8lP1Bz/puwq0+LTB/oN0hynz1UhCbR4CdIAyw70yGvO49RL1+vY50/7tcd4VnXOuUbGpFCsq/jm9Wa7eXqsYy5l/+Zhva7ffwfWITX12k5gzca1G7TQLFrUvd5xbQhveQ0+a1Zw6eNaitYV9b7qK7232n/1x7B5gw0dtc9pj2XA2p+KlSGtwmiLlgxZTzqG9mxMCfTqDN1jBV1zwbqEtjMe61qLI44tfx5vX2Du56sAys21Hrc/VMFPsK4nuPoOSXpY5xDgWT8/xjsD18RAZx9P9Yfb7yORsnJ/1J/Tqoy6Y+pmV3t4pmR8LtbfQwd2cxz/1EIXsE7jOamjds75trTU5qOv5XgH6pzpoGCpay9OdBDt3NK+rrf7pSzYgpT3jOc6+uLkB74FZue9/jh7qPpvQ9vNdR+jnww227To7LySTWkd7AuywWAwGAwGg8EA2AuywWAwGAwGg8EA3CmxmD/QN/fhH+Jz+q1+Fo1BH4M1I729OGaCTyX1J4TlmfepXccw8S0aijZbT+qtT7xklhf6lN+PdVBxrP0l6DPSbOtKeBLTmAgmwbkBEqmuRG0ml1ukEZAH8HqkwGg3x8RASkAo5/jNgdokdUXLFrg/uQgMVd6FNU3jw/8PtTqBrRnqth1p/6qsVO5vywdaxZNO+KoFlwwhZWlvsYlDHyR9RAqYNDatqjqvVCH5rigj0umkuvMuKPShL0uJUkhWYEdEOUM0ge3Pka7HMnnXvlX/bcJWjq1FSQaT95bH2qZ9m3POhUjZI23uIGnhuZoJbMa++Fq/jSHvuCdWC1gIoc83BrBXRFJlcoG5AJ28fQ77oQrl6dkFok+Qio5mpKIhZYEMw7cThAwDaVGUTzTRBwokOa0GsHia+bZLEez+PHtApFPRasmzIwRY7mCiPpFsSbxiH1hDjhMOITGpWhkOJakpYUPXSNRX1jNRno02eP3l3WlWfxUoTQthrUlLv/YlEyIpZUOb9vGcSvxxwTmUyXDeMwLVH4K5XR5AOrgPCvk15sa3sMAa6re0Y4umTE3TMXklRI60OyUdWQe2WReYPyG18azP+AyujKPfglIjJvWxrCWmgu4b/zmV7XD+xbUxhVLeEY0orftwOQ4RHmgOXaXSjU4hh6Q8pgk5Ka3u+q+QyPeR/6CKYL1Gm7fFAdoblL+XBAtpA8f5EhIyzj0NeONRjsNn/vyYdp9eUV37SnVLCcP539FYpVx2eaDrLQ6YEAmZJO3z3uj8k2et2mP4/F7t6/ztc/+ZOnnawjZsfR/Rqg7PbSoY8czLB3fbA9oXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhTYpHu6dv373+i1ci/fH+y2W7+XDzW4hjODtdchapzNjP/nXzl9Gm+2OM3f6zGhzNEMOOKTK7qxS9xmmKs82ctcUbZkBoGUDUtfX7PIp9W4urivEPqBBRaoirlr5eQHTRQbjo1xMN6qQBlLAlCp+YPt1NMRZuruZEMdgGqPCZ9rN/SxSLYVfLWfcGktSa4yXkq+mlZaLt1wZQrUuD1K5mdc24Beoc0X/taZV/tYpU+VgoHUyQl7YmGCeeQTAxAAeP8LB+p7tY3N5vt5Yt9r6zxNVbs3opmjrpwFyhJlaO9IePgtdcJ5QVYJb4LShsdkPQ7nRbWlaRESjdWD2kZASoUZd3mOtBMPjzZaj1HSt4ueLcZ3CDaqo9trgOcC6pKHq7IJv3J7W3SnEbOfqD9nXeSCJQxLsh0uvfqH+5ooNMjnY+SHecqziZrUtZoe45bplbtgF7EOC9D9Gucf/SRju8izSpYUXKDlK+KU0sj1e89qQfTFQty6B+e0LkNa8zZbLrWOaQoTIXDfF2ym6Ko8bXfcejWxHOx/unckO5SboDj4VCz2nW1SLG/90bbpMfZX6vOLIuD+rQ+ytRmx/USN4KSgALyie57zENoRrpVeDQ7k9gO/HYPNN14Y4qOUQnq1XN2gJvOev7hMp3yrWQVdKvh+0MMuRVdPXjfqz3VZe9dJZ1ugPeYHbh8zFSHTJLjeSmrcDHfdZAAijaaH9bfw+yUia045difP8fPddzV76sB2uc6hm00eQo5A+Q4dEvhewzrIoYEB+oWN34G+R/6ze33fIef5JZSU+wf1c/j7DdMN9wfV3QmFdgXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhTYkGNwOVC7vlloU/Uqz2s/D+D2Tbof4ZTVJ0h1ifih9ptfadfTUTvkrKPJlg9TjcIsgUod3SrC85IL8b69h9dgOJA+arm3Fgk6pJbmIyD4sq7oDMgn2ggsYASi200MSkLz7QbdERAqrBiGtA+rw8+mB+pHKQjSO3QWLyRfLgbAe8vBtfThovIPIe0BnQa2zGCCT+dBZzz6SdSTjFW2q+bcFvAavwCwQl0Cii6MFeHhCG5Eg9YtEH3g352kTpHfOtzntmg3pUiR5AEf9O6QjjITNs55BPNWzgcdLU/OSOfi1CII3WCvA1HhIrzQdHmuENZO6TTQG9d6XrrjjpnMf5w4/5mD5QpEl/WM7iOjCCZgnNLASeT2AtO8PtN51JtRsqTEh4a6Dd8xrQW6QCBJXAjoQRn9vsPdS2soibtmAz9yTEagjamUqFF6QBWt2MlOduIQTXhHDIJtH0yBm2OYkQ3cEuZ1W875zy5RsgQkeNDbcOFxb0Fb/vXBRUxkFs0oK+ZPtP+/legvSFn8FyBOn6/4TNsBQVVcuNqwfmbc5oXUkJ5B0My+qDNTyivq3eGoDuFc86F6BMNlKP/FvIz9H0Gf/TgMuG5Y6B8Kdw+GMTjyQPYdeP6Y5zzx1eO55QXTIKy7rzGHxiW9AApZfeE9y7C5w5C0Thft290bTrUrBDIlHX9+TRc1T/fWQ+tW4QFwR2HziGUG9ClhG0fYkiuBvWOIiHapfp+077UcYMvMa8MUG7UmSdbguSHspQCbd+6Vv2Nn8Oh4hq/heyD99A59+txATkJ+yBD7NpbxiZlpnQRqoN9QTYYDAaDwWAwGAB7QTYYDAaDwWAwGIA7JRbxlb6nZ1yxGNBkHJ/7ETDhr0jdHr7R6YlapuPBCp//21iN7AViUEoBpwdee/GYK6dx/Hn9ylFv1XqFXqXUg/cUTeqvTRP61cGWOthyba5O9Yy+T0iXan9ZWYy5OAE19B4rikGbc4U/Ka32G5j+T0DZ3xPlIKvdP1mKU2yFumA80jGkfbx2PPa5uf4ruEmAQp49koymCXqsUYI2h1sFQ0PSHW23LhCy0YJjBl02QCsvnsjtg0ELzvlUed5XHdC1oEo9bi4B5wA6TJS9eteA5bHun/RgcqHfhgj9WNCpwjlXIlSiBN1HKj+cQ96B4BPvFhpbbugONJtbJD8M70EHaS7qg4XYl9eVTwBpny44kKCAGm3fwLmB50I/428nj1SO5Eb9JhxrO+/0dT+Qg1A+RbeT3xwH+g+uD623kq9c/7EkDO0ruE8sVU/pbn35ckiKsh6CbiDDKOC0ku2rb0XXmHycc81pvZNHsND1yuHI/X8FcJhoQJpDJx+CEgkvGCPneSq/ZT9Cn8i5uB593nOWoJMEZBVc7b/AvN59Qwmeq92m003rxi8r3RYyyCGiObe5wh/z2GH9eRnwxUAQzz2K096WT2/VcArKLyht8AJ+cK4lHSMg82l8h/mmpPsJgjXir+vlVmlfhaXEjzKHu6SAfE5FcLFgGBHlMXQtyTR9uOaK7yHaz/7BuqSjyFqPdm8Oc86XNDA4ibLOGH2W+9le89P68kUPMfdifCz3UIgt6jj2Oed8SYcXLoJ7nTK4ZlL/PuU5hdTAviAbDAaDwWAwGAyAvSAbDAaDwWAwGAzAnRKL8mNRGN1Y36VvSiw3xeftMqp3rihAQ6X7Pv2cQFaxWJDCqKfKQjgbkEoidZPu4rM5c74DUCp9ULVLUqdYOfne/6xPOmk10DZpNoZ9UAKRDurpt+YK5u8z7e9cYGVrD1QLM9a5Whm/dc6nc0hjdc/rKQXSFOsIFOneoPb4u9CYqmFy6EnCJmilkve05Tw0iahQV3mrfhVrAUP1JmgYOjqsIUkoIsoI2CcY0AHKfaX9yydaAk/pSiP1lwdTVsF2CTIa7kPClMJpAe4TTR6P8ziutIY8Zh3onOlBfSBKVQ4SLPS3AvITunqs9iGVeY9OziCIxof/37vB/pGSW8ZBOaQQ5xhrXDkNZQIpS+ecS0ao2z76Oai21Q6lYph7VqT1tN3lWN2pd31peo4g9X2X484558LPFc60fnK62aa8po2V4dFE26t9uK3g2pQLrfZ0DH/LgBL2Afbd5AZcrXOuOBVP2uQY+b5CpVqf4/j3Z+4/FYJdSH5u1TezHTgsvamnqzlHL44QJrS4g7JHlyJdS7cgSn74fKB0iPOb5/qA/lt1GvgtvP5eyeTheUmjp3h20PmHNPjxn8Bp4BmkOUNI2uJ6SQHvId0hXY9yVx4/EX4Tec8wShIhEUD9ZQ/Q57KKHvIeaOAdg2262uWzsz6sis9k7l/u+fNe+1r1FuL5QhcMzjHjZ2p8ho5w7NEVZUlZBGQOXtAY6pXzTVW2QI3cCrKHeIhDPBlo/XkTyEN5je6Z7odhNsv9+neV1pW2q0FhXogNXawYfkJnErwL0IWlIgz8HdgXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhTYvGHT0Xx/Xf2vtxsf7F3vNn+py9/sNlelvVceQ7j8+oX7QiOGExTb13Um5GTfqL0giuQ6WjhntMZG5/lb2HuPyLPqc1UxgTOOV8aEUCW0b7AylOs4GRZeXyJgBNm0ZNeWO6Dbt3irEEaK6pILDz6g6faYuyeg3botlTwIL87q7wOa0htUoTKpLm6W1aKg4yRKUFKhvRlFckETiopwxbgUBGDyg5IL6pMa7gDNHLQiB3VQQgHiPxI/CylCly5z4CIajlab3SzJQJLmkM1YDkQVxtfav/qVOOLASdlyGALUJNcHQ3HjGCCjtz3+dkM4SV0P+ic0dVD98dwlQAylqAHvvmeyM+1LJohO0UPTh4jXBtFzzvsN/Urx51zbrWr39Ogf3FQL7fgGKFUgeD4ytEW4RRyH8humnAgYEBHuuvLM9oIXpk/RH2Spqe0B/3Xu0+4cmR9On9w/oQrzw10Bw3OW5BOPfaDGcLX4kNX3zt1tdg2l9CBYF1fx3ch+Foc/houRwFcG+aPVDfJNSZBXJquBs2lP4Y573ohHXjkUWLAeZbyvwxzIwM66JbCz1adM4TKYIV+SZcBBnpUysfwh2xLwEfrUtvDjxHgcAXJCShuBvFscwHwnk1Q41QDrTiGOY6KNhtGmwH7LGQVnMfvC4aOUZLAMI3mVH9gyBYlNKzLeOrXB52Uiqi+jOPnmkPZDyhDoLShdcMwnHqnBsoOegiIGX2kSo4qZeUzsnOGOZBBHJDp0IXFk+9AlkIpxPwEczf6AZ/zlDzFuJ9K3pPn4uLJbiAz6b/RfUd4X0h3VN+t4d3SHPuCbDAYDAaDwWAwAPaCbDAYDAaDwWAwAHdKLB62643dT8GJ73ZFPy9iUKSg04MTfDf/Fu7SzrmbC+gYIJNI+OqObX6Oz7lonqs2QeksVvW3GELykGK1s58v7lMilFxQ0kB6NxmyrKApQPWuYfTdfQ/qagKKHxQCqTVSMAzLoMn3b8peX1aPSkL5SDWEt/pxfoGlpPdFBKoS3FAD28sMVB6y5UklMRyE5ujO+ZQnVx2z/sMZ7mkuTowuDDlCG0hFk7Ir9khvo10OxRMl1+qYwcqnbQo4uBc74kPpKBClaFhcw3M2YKjBSG0UTNTAxSMFR3ghIzh+8UJLlItWZdX1e41numwEM93fuqn647024JqxTu/Qx2zBOkH/x6BvLiCVAUWdwCmHq5dJ1VZlERxjnpsE6MUUlHXvHWQ0XC19o/ubPhPFzzGfQ64S32hiCaf6bY7wgWal36zbcAu51O+Di+Fme/y3Hm62o4n6OEOAGCDQeam+ku/q/JPH2t7FWAluFBQUwFmkMa5ouoD4Qr9ZPJXTSznVb5oD7S+ub7ae616gqwTmbDoSsU94AVCkrs8gIamEjPC5kCP0iTI6umN03+ravrtFvZvRao+yOx1z86N6mn3wGcJ+jvwxTHkdqXaC5/I+k3H+BcW/+1LjIMV9cp7svVW/XhypP9HFqhoUwue5FzoCCQPdqnLcjzdHQxJ3X7BP0LGKYVDRXNu730LuAgkTXUBKX5njOm/VcdKBxjrDnehWwTKl3XoJSAvONWUIKSAce1qX6lzXP1UDUBbBsA3nnGtfY+5CPXNOo2sJn7uUkvAYhqhQskNJRrM+V8xz6KmGtrFfp3AUoaSI8jo+B7rnkFv07v5GbF+QDQaDwWAwGAwGwF6QDQaDwWAwGAwG4E6JxR54+pNouNl+CJpz/kC0wf/15m9vtlegkloRVlFXX8kRlNGEG0FRWZn7WyRg48K4nj7yDKJfq3zrLSzMOuAKXVDu1z4FMXuI1ZmQMNAInbQZ88yTW3z6D0jn6HjKKngPpI+3rYptV8pKA/H5A6zsfMVVwPWrRNdYiR/sbEnxuAMN1CclFlkW1O9/oOvtvFKFkHrxVrQ6P6iBq2zbryX/oZxhHdTTVaSPwgmcIbBin/VBB4xoilWyt+I1G3P6sTiXP9OKf2+1Nbtvs/4aTfSV5FzUtQtB8UFW4ZUVEo70sdqRJvXxuV9WunEEcOlYHUsaReeEcIRGouPB0j/vfZDsqw5XV3AmwIrnBuYI9t8Gg2BQscnIT1oIEIzSQFhNA1Sga5Kaxz1hO+/CDQL10brQBOCFjLzTxDX/iWQRRKMiB2E/Wg9U/+uethluE0Aa0bnSfXY/17XXcKiJzqRFa+F+wlcXOn5XfLon90krvOgu5glQ1CGCZ5pwNilHsK6hc0Vjy5x+F/hMYTOCvqfLUQZXpfY5qFrIHDrvKvK6Af6B4iY3kFwdgX5G0ALLkQ4gP0Nf5hxGiQSlEOkA52dABJ4/zjnXumIoTT2VTbkgurUfOkIjCdDVy4P6OWw10I8ppeB1g8q0kFN+suK4c7XbfC+g7Mv9+1+4D0V2qII1XkIONUMgE+aC5a4aKYa7xe5LSKZavsaC80dAJxtsU+bXhFtIgnHkSV+OESbyRvPN7JHqf/j9Sqf4S2Rb3Cac84PHKGFoQZYR45lXxJAkQTnLtudzu3UF5yo4iBRweUr7CPTpwonn2p9vojHCrhaqj+kDbXcu67UbvF5YCSCpwr4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwJ0Si/1Qq44PAtG73YYohUlLnMfJgVwv3qXimLotHX+dVD5p8ys/ZQUw0Fjta5uUeDypNxMn/R6AtsliruCsN00nzUZa7jf/1jZpre47XXz8nBntOoaUBfdzFTRXocZjrLREYANp2wg0TwthFs45l/6EoRL12ei8vxguFgywCE6O3H8qrOHoncLFogsahqtKY1A77Rt/GSulKXTpWJ2KEl7twyUCRuHhFKv04RzgSUumaqR8oD6evBc1TMo5OwQF3vBDMkj/U8LgUT3kOUkzoy+7Em4fK9BHDBxZaH84htPFUvWS7YiKq4ZT0AmB1DcdHyL0TUpD6GLRCO+cWmqRxFgp30G7wAy/AUcLSpKSUVG7vwrKIYKl7pU0J83mO68gBQBWx2rjDL+NIFXo/JmCloonCldin6OcJhz7/PO6VUlV+O3+Lc4mdKVonWs+oKyiYF/BeTpfXOtECWRp+G1zgjkmqHxbmTGZCPMY9tPZpFxQR/DXCwpJTzCebxG6gGfCag9SFDgY0XmCDgTjH/h2C5RD0EmIzxevLTqgynG9NRx+wmW9NoROA5T18RlHiUX/tS8j4jOIrj6E53QB2QKfu35wFeYq/DaEYwHPQ2mHF0hVYf75bKLTUwxJ4hxuRrx2vqsLhp9+z30wMK8sTvh8VkfonquxuyvMv5hHRi9w45Xuu/s1JIMI8qFEa/IIjl+QjR38OcKjMFZThDtNn2ibjhF8r6KshZKzqjME5ZscO3wmz4/gyIT+QWcIynEojYgu9TxiENfqSPW3843mCL7HhVeQFzrnbv9IskLO/d0zyDhumNyD9zrIW5ZH9XPs5tg7/2owGAwGg8FgMPwNg70gGwwGg8FgMBgMwIfzoM65At/vn0Si5voxVnDP60+d3Prv5OnH+k3Z0Gf3FCtG/dW3oG5wie5bhAzgE//qECtSQ9BeN1itv6yXW7gKU0uJBQ2pGbLR/ErHUM4wB4VDaoPHMDOdAQ6khTvvxDEVbdAdVaN0j+6j2wVX8euYaAxqgzRR6dN39wEpcYJBIUWBVdiog9YC9AdoPVLRzvk56/5FtJlBFuCvPFefa45Rn7vi/0hFBwh2aExEEy1/eKrT05mkQrPFt+jjMIhnMEQJKnv2ULTZztfodKCc0keSMAWQVZRtUFeQx8TXC2zrHiafYDm7cy6Ey0MGF4x4pHLkHbVFDrovzHXMurg7474OeQEaOwQViGOaOeQCYMfoaMH+xJXZzjm3PMRq9aHKG2HlOldSLx6Lg2+dw7oGaF/hPFPUARxggitJNcpooHtAv25889Y7b6OL4KUOHAJuRTfGXVVCeC5+vOxjWTnoxeibM+3vgO+uulL89lo3croo4VTRuKqEe1Bes6cQkDXdKtgnGhybmGOalaSF+6DkM4HtzYAlzr/YxqXpSLFo+XNYfEtpDxx4YN4Rj+B4gul4iWARliPwAj20PX2C8+AZV0IiSHnc5Kn/TGVQFqUAdDDgHNV9p3/c/lD7g5TjSPs7FwgpgaMFHQt4/PKw/tnnnHNFu36sZui+yYjhDygfZHAuqySQ3APRjn4ffkn3A8oi6OzAwCIGYOCZWvjzTdaDzA+uQJRcHvxKlZVBekEXIobvxIMIx8N167Z+DuPcRgkHJX7O+XIIPqeq4SebckD1kFzpGbk60Jy0PMA73Y6eNZQ8shzNNp4tkK71hpXn/0sE1D2QRMOrf2yPfqh5vHOu+2yfow/VwL4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwJ0Si6KqMajBoKlP3Yctrbp8+1A8Txjoc/rytEKFzGB6faJv9umlaLrWDWkpmrFDwnAKSqESKrEBV2bCraL9fst9VnZ3zmjuTRoMZuJ7W+g7rMrd/Vp0xPg5VoyDpiel3cjpXgA6B64LVVo/RU46ZSM0B2+iLpspzpsi630XXNd9UdTXp2fOUEDiArNuOnlQFtG+qYQocKU83DxIg5Fa4grd2WPdU/tcx6/2xXMyUCJg+Mbzo9pj1tH2/2uyXbMdtTdlLekuqP9xvcuB2xElXoKWarAuERZRHuh+Fg8Q0gB6MFz6EhpPTkL3AwakIBwkOoerBxq4Ed+9OrgODJKJE/XB5QT8Myj0BpbHT55oKiPV2KgohHrfgBfE36YfiSvvXIAKhdSp6Ome4qGouekz1W00hVPLI81hIY7neKajRaPvh/KUe7785bdYd7akKEHmENxq/i0OdR4Gf9CJgudsXt3Wnp7710ni/7FEn91TfTTH4Pvv42xSfrg0p9ECJX4LirrNvqLjKUHgHD97xtQm/xo5zhUgn4JuFV5ICSQQyRDjHzIiOmhwrqOksPcazzvIDksOiXrlj3POuRRuFxHULpxzGfxB14tt1Pr0IfoNjqH7S5NGNzTGqZ4T9cx5iU4hKUyBwjkkAj3Iu1YfLrFwX+vEfEbOTjCOMCdR9hFCQkJnjqqEhP8OsnoHiBCyQroFZZBPFYnGMGUEMaQKaU9lpZRyuaf96yYdoyphOF3IuCgDxf21ryBlRXuNX+ggyjgYDkK5BZ+JnovYjsrK96r5c38upKSO/bSBZ9DyVA0WT1TurK8fJGecDH4X9gXZYDAYDAaDwWAA7AXZYDAYDAaDwWAA7uS8Snz7jsAV9BEu38L+nUi8A0MhdhPtv+j6q6VLuF00wYPlz/Wb8DUoRRpgg+rywzdA9fAYhAyQlqLB+TZZhHPOzU/0+6OfgTKFu0C0S5pDtM/omegFyiooKfBWpCL4Iwe1myPvntdd7fguFjSb58pfUhsFfjL9SHxf/xdXm+3grJ5uvRMBrr3eIl8BuKKXtApDYUipOOe3sRfCAuorQm4875tyEkoj2mfqFKxz/jeyDEFXeeekibzPz9Lkvf2l6jY/EQXP1dI0OF83GWqgMiVv5Fiwbmv/4qFoQ4ZFLE9EgcUwVl9X/ouc7iEU5UKSqSKBRANhJyVkH+6lxvZ3cbFogv7z8iKousFKfq56773VWEuuVH+rQ1+OQNeNYAkZE/NYOH9U+t1vwRXmnryJ0p8L9SeG0DQRVLN4qPpLQp9/bk5U/+se+F04yxQtBI2gzosj9K0ZJsfzy9+5F+eca/Yg74AUYr2C5AZlWF+oHzvnS2qaEwxCuGOUK07SH94/tuKWMjXItWYIOHioOovGWxxnqJbYIhNzznc94txK+SB/H43rv0PxmUU3jBAqoOkjyB8wFTPEg8845/y5hA5G/A3nrhxDhHIIuhSQcg/gKrE8wvnRffnsnJ8ynMova4jrUXZQgFHf+4wyAryTvJaDVnlQL0e6L9iOfMegZJJlTyCDy7oI3Ln0+zXn78JTndHxRNvTR7i/KdoR7kSZ50rF4Bm4i+xDGgLpS4BnfrTw5zY+qtneJR2aKIlBnSWQenAcTZ7gXYdSSgSWLFFW1jGlJKxj55zrwH1i51eQ5p7oObUaoIC4N0paip0tcrXflufOvxoMBoPBYDAYDH/DYC/IBoPBYDAYDAYDcKfEIqouyfxLBPiGzu2TWMtk27G4k04Imi7wP+tHO/pbJ9E2fz8bgB6GdGD3m3qqmJTA6FNyp8iov6mn0EgxRbN6etU5565/LKp28LV+xFxwOip4GeigKVo34hTike6ftHx0C7kFKYEt+eLO+c4GMagU0iK913Cqx+rPsq9rBHPQpfcFaRjwNlla391I/RWgm9I+2qiiBaBTgUeDM3+Argqga4IVV+LqB0FBenZLcAJpqCXoYzg+pPs+beNJJrr6G+lx9hW2fTNTf4rGopXywx6Oxz2AZmsORdG30FcYgsLr/ub3ut78qWhLyk+CG1FaZQ/3GoO/W1VsAO4ByrJKhobMUR9L3qt+O30AqVa6/f4oXZo9ER0XgHYrIdkJZwhzgetDPFR9sLUD9hvIC5pwLCmOIX/gauw+lus759aQcbDO13CGCI6xur2sn6/WTQawQD7x6FgHzVCZON5l9ffTCCp2BKibxkx1vG7DHQOHFwx2+GvKLdpnOnPewyr9AVws0B1jqZNcOsB+hIFEE//5sILrUd6FFIjU7RhyF8gwmpBSrPZJm+MCaLoM3YAyDE+GhXsoY7+sOSh1ygfxeHYpFAmdc9QZgrhWBzjmPS6Ay9ExKtJ045b79bR8UMllWO3jGggsKRBS4gdGYY6ArIKyr/uCLifcbl3DTWqMtsbja/oAgRZoL0pAnHMuxLM3mtf3x8UB5FoYFrz24kDn7Z7DoQJ1k/bpAKHz8D0mZmhIJURp/FQ/4jV2LjTu5yd4zsEFg+4n4RzPLMgcAwSlTJ+p83fOdP4QLkzTJzqm/zX0Ps65OZyoZqd6F2vdQmqH7Wam+17t6x4WpyaxMBgMBoPBYDAY7g17QTYYDAaDwWAwGIC/QmIB+t/V02BgPNwurCEYDtLBUtWfPCJX49wv353qXPhNC79ZgOVjQAdpB66gPfqZuJ7bH/rm+3WgYXvrClR8ZQV7jKAQUj3LQb1BdwnGuUNHBdRZfCvOiSESdBCg/IHBDMvne9o/8SUBbbhBcAUonSHWoEXnD0RT9F7pPtdd8oD3BP7bFTZB+aN915C7UNZCmriJleBBZaV250I7mHdPSj1vgQKC9IUhG8yBD9qgulAOL6gF+/M91U0jpWyjIt+BLoMuCgyhIJVfdFAOGJx7YQdvbzbbqxeHm+0Y/SY7FZVPCpIuHnlldXA405iPsL061L02d3UP8TXodFLw3yEohLKKfIxQjjFlFTSYrw+CYPuS7nPOd/OgHGUFM30vYAZ1FWAiomxhdYiyQu4SL9VHGcQRnA8328UzzU/ryG+LBlw2KKcqnz/YbIeXCATZ17kY9uMgOXNH4LS/fqPf/viFDp+AB0ewSPn+Qudv+dRko4V+fTLQud7K7aLMeT8fLsHZhsVDhK1kdJbZEkagYeHNxdnOuv4PzqfEGQ4Sj9Bn2/y9Nr3nwFmj9hjPIQEyQs/ZIaZsAdT91H9O8VlIFwWfdq8vH4M4KGHynBDwDCkwx1IuxHtgWMmyU3mmwlGEz3bKOCi1S+CgUcDZoZl/eH9i28VD7W/d6FzdM42FFE5RXjjYAPKiSjEY5EF5FyUCfH+gdLD7TtcuQ42vzjvKHjUOvefduP6ZtUIQB493zrn2TX0des9kyHy6F/X9gP0x3YWkC/OQFyByiA4IHUvnPd6Ndv1gIqp/ozlCQPA8632juXH8Pc1jnTPMy0HlWV2BfUE2GAwGg8FgMBgAe0E2GAwGg8FgMBiAOyUWLXDfTXAHBfiPGPR/v6lP/wE4zwT80XDtU/Z0OYhAwWfgiaZPdW2uWO69AxWKT+7jF6IvSgQL0CCeFM7ON/XSCdIJzjkXLkBNg45n2AepUM+MvY0QkEtRB6sjUSQNGrzDrYIr47NH4gc98+zKCvYMme68Dzo4UDqw8+uhrg3pQPAdAh+CW9UN27fIVd4GQyHw3zRSja1rrCy+rVDl++IeWZ/rAehuyknQT7matpmCvp/CJWIX/RTUd7aDdocsIgf9FlQcHPIu/rakK0WO/QgZgHNFYw6a6Vg00fp0sNmOkSefnuqYcAIqCUEVWV/liUe+c3+AUIm8L8o+OZd8KoNLR9HBvUVo9zmSeO6JhqchUR3m6Mt0FyA1vPtS90G6rxr44AXRQGLRfwl3i8dq+7xLs3lamGiTq8E9OvOhVtlHQ8yNcHDofSk7gmrATAMOMiVCOoL3ktdQuuEFgvA8C4wPOI00nj7cbDP4JIR8Z52Axj6UPGM9hwOOc57bhedycjvU7/cGOh4uGOVE/der4/sCbUHavIxAATseg59ibsz67Df+JcotiqGsD2lVi/MsHC1QVXSuoJxveVjfZwswy5SZMRyEQRzVsnffq3zzY9UNFSSNst7th9I3yhDbKHfrlfry5JH60AoBGw0vYGN7WTn8vf3Y9oIxRqrYxsh3ObgPWAfLA8hmUMbxU40vzjeUQqzxGA4q4Rucu+aPNIYXkHRtu2+6EzHUY/5QZeJzvjWEnOMSYUkH6kQM62if+Q5VwUydKh/gGr36dx0vyKOn+1keRDiecjWMlZgSS7hHwU0outC8sHoy8MraPlPbU5K4gNyNkjW6ifAZ3n4LrVEN7AuywWAwGAwGg8EA2AuywWAwGAwGg8EA3CmxaLr6VY1LcArvcrglYH+KoIpFoU/ut0tfYpEkkHFgWe9oBWqjK+qgfVlvIO6v/OXKWm7rugGoBq7mJMWftf3/P4RYLUmqgSvlSeGSwiDNnu6Cr0MVk+4jteutIgVNkdzqhqqBCDHcD5agc+aHOu/+FLT+tc4Vf3ar815r+74oj0TV0MUiCEBLrevlLrzXxaHuqXPhU1esh+UxVvi+EbVPimWNdqHcwHMHQIAG99MFILkWXU2KKT5XW1Pm4JwvnSGNle0xNETtkh1qfzwCr4dyNNB/Gyu03bmoRspESN/HWOHMenHOl9esdlV/yXk9VRaOEIJSoq0P4JZwX4BrDFpw9YAMhu4RCYz06Rzirwr3uXKu5O9eqeyLUxjXY/V0iJCe5SNJTnxakPIYDOiw/vvD+koShuzZJ5vt6NqXpTQgxWhORAUWDw9wDOQ47+UY0YjUb9a7Knd2KJqX90YM/+6jzfbV7+keOPdWQZq5/0pluv2fSsbRRRDE4AtdO/r2crOdvzvbeo1taMLZhE4S4RxyGsocYGzUPtd2uGDAhj/feDIwPFPoWkDXjAiqEcr/KBujnK/7FtIcyBPoKsEAEEosKoYbzvsnnTL4/IP8jBIIyjimjyGlZLgKpCgp6OrOpSpjgW9vlIxUXR44h+ad+uNyGKaMnquj7fwJ5p6q5OceSPfUMP2vEawF54k23BY4j5OmD1aQ9VTeqPg+EOP3R/8OMibME9OPkeDCsnYxB2Ksdc/qwzDoXsI+kKPPpQNfNxTB1cqhXaKpL8P7LRicNIW8pnWD5+KtOhTfewI+Q/D+xO38SM/R5mq71DMcab7uQT7p8DzqfqMOXOJZ6z3na2BfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuBOiUWJ9+flWpQdpRQBvt/zmH6iz97zXJ/WFykoY+fc6a64qEXu/+23aCzrwx+6F/XhGx3snz0E1QhqghRVAOqJxuzNCrNQhvUUI2miANvM+SaN1QK1W3KlJVblkh5vruB2gBXipAdWzxUW4Zxzebs+HGTnW51rcaSbDUeSKTRy1V/zr6Ag6hC817lWoF6KHLRbQHpcv43HoIwp2en7/5cj9UXXCAZiLI9wT+stlCJcJZpT0D4IS/ACHNC+a6wy9lbMTv3QFkogyhZcBHLSrTStx2piSG3av1LITnGskBg6Dcyfy+Wk/Qo8L+QZ61jnzCN/zIVwTElucX+gAaMz0VXrBAMG5yrHH76qvNXStVNSwCNITpST48qAlDNWP8/pZFAxw7+ELAmrnynLyEBnhgd0IOFyc67g1nma6IsMXWmAIiw/flJ7D3Succ65JvoK3UJufqh+zRCG1Z7avuhSRgOJFuqmddXGto4Z/hB9/ABBCUe6z+6xv/p7NtS5xp+S3oU0B/N7kOpe++5osx19B9cc3msDkj/fSYIyDP12NSDlrPN03vrzDd0kEqjOFifapgNBLiWLizAUKE+gbIPPlryr/cEKsg8MtRBTUuOOKZrX8+Ug2p4/gIQM9DglMbx/Bnrw2ss9SOKudLHRCziWVN84GpRx1DtA8ScMoSgHkDw1v8O3Prw0MDxmNaMDFBwZQP9TdjDHuOh/6ydazY/xjIVEc/qJLsh+w2Pmp7o2wzAoIU13+JynRIgBNnAw8gJf/DprQBZLrLeFjnGuY8AM5H903GD/42/jkeps/JEGTudcczXfZ5zz36GaeN7SrSpHuAjn0kaB94Xkzldg+4JsMBgMBoPBYDAQ9oJsMBgMBoPBYDAAd35fTpGLTVnFrNSn6x2Eg7Qa+tR90BIFd7kQFfLJvlZaO+dcjCW+Xw4lE7i6RigCDN+HPxG1sf4V6Oer+pX5lFU4MN9tGH1npIxgmu4FgDiftmBIBOkxhokEML1eDbDKk1UA6r/oql7zjgrexCrZdVvHlN16CUEVpPJIabHczZHaa03+7lBU/n2RH0H+ABeLJmUVqGeurqaBOB0+SDE558sYlnB98Ez5IcehsTup76yPrHis/CX1QmeNYgcrcaeihiizcamvzWG7ZljJ2zqDM0Ei3nd5ouPb73RD6y4cJo61HU1U1niEUJkj0VW8h/Ba56xOAAybiEBzFj2Vu4REI3oFB4IZXBjKD6fK5zO14/oS/XwXY+2cpvX142sb7eucc4t9nbcF55udl3Ah2d1Cq8KxI++jfCHHFMYt5TiB7m0FM/vOt+oD049gr+Ccmz6sDxMg1R5BcrL8qcr3B0/ebLa/11cbDTP1mxR89xdDyRy6uNjDnuQ0S9DNs9xfAX+FkKduonHx7mKw2Z7/FPIu9PHlvvrpfiIHjfsivlQ9FR06/uiYdB/uP1eQC82w4t4LGfGvQXp4JRMRz+2iTHht9YkOjDmWB/USC56fDhgFVDeUFxFhJZOHcgE+a+an2qaEgedlPyMdj1cBL3SBzhqcb/lMJSijcM538mDAD+t/m2MHx2C08mVt9wHbqPtG5dr9RhekzKHAM6GEDIP14blHOOfiKeYuyL0Y0ESHIcr2Br/U3LA8le6m865egpcjrINSg847zFt4zlSlOQz7oJNHjmeyJ/NBv+O52FcoS2tdMNwDcjzIE9sXcGS60gWaFfkZ63n5SM4f8bXuNcLvi10Er92oXstdaKFqYF+QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwG4G6bNwh+JiU0j/DJ6jSlWXweS/B02pKwKS/1Ht4NfRuU/Uh6kLeRxFMxLJ+KUBqdfAnbMNj1JLAHYwJY51wamNkjaI29BB9ofCEhyjr+/x/6b3SveQtaw5zaM2iOYgl2vDS8BdIDPdswaIBgRVIghS+8VL02aC2W+ZrP1SDCtu6Ddmmedmos4VujI11OeSb94n3RmEMTiLYv0nobGSb9UJNGqyS2qXPOhXPdX+sS9nh9aHyRokZ9G62TqBkvE2g+oQVjOhrTg5qofyqks11fLxVN1Odbb1TPK+jKQiQAUR+YQ/vL7QR6rhJ6LmqzQlyX9nfzF0hrqujQ2m8x1nBexnMF6O/UxDcC1F8LvlD3RKNBrTc0egv0J5x2caC26L+BteMprP4OfE3g4EtaNSGNEbpgJmDSCs6zBMJpI+j1Mtguxa/lB7Z6pmTBtIdyQ/sfTSspo9DEcr6iXtXTxv5Sv/+zy4832798KPFpeqZBte5gzoDlUwOT4JvyWMcHlc4CcO3GbIIxwidMU7+njVrvHawWC3+twYfCS5XD9B0wVQ+PoBi2YSscMz/1y8E5g9vUxzIxztMXo9qwfMcF6maefRnnQFqArbAcJLnhGg6/XZggyFQ+JvrxN9TQ89rUATOJkH2/fQGLPeqXkYrHdUCch53zLcE4VtlG1LEGegR7SZCeFec9wbVNBa3Q+kgQxTPEe09A+9JKL1z55Whd6kZW+3gfwHimHWk8RjLeLcToeFY0oVlOd2Ex95WOL9pI7kViHt9hpo/8Obp1XZ/K5xw0wlf1z9T2lX5Ly9IESXpLrJtJblQOpsvG50oYLB5rXUT8yl+75uGxFgXwXSn+lnakaJdIdealGtfAviAbDAaDwWAwGAyAvSAbDAaDwWAwGAzAnRILJuMRtHOLQS6PS1HLEbihg0R2G4vCP+dlKmsjWr7lOejrS6QuPdNn88lzfMq/0a303upz/+Sprgc1iEdzMlltgVQhJiA551yQ6nN8951OtkBaTvInX+sHJ9/T/bS2/F8ECWXpkSiIGFZcHsXfhx3YA9Vd671fWFJoTLlpDevt6VyT9S06Y/0dkvTWLV0jCVG5oFjXoHQ9G59mPSVYtdwrIYFYnIo2br8XZd0AzZRDCtBEqhmlL6S9mlPxn6sHkiSEsHZbPFBb9L5Uv0xGoomcc67cUzstH6HNYPPGhL68hz4LyU6wVF16KUE4JnqvcuTHKjfrtXUJ25+OPx5pM0TLPdYTaWxKB5KLa/12XvGeugcasAR0SESjfoW0NPsH7e2GH8Oesu/3m+WA9J/qswXbQCYt0W6RVnK0mGMiIscU64a0aPsSchrYwoVLXybVKGCnBzkU72HwhSpk+hg2gDhPtoIFHmQADdgDlm2VL6C0g+GBVGQ88G21kleaAwvYne1+oWNKzHWdS9jCvVZfaXwHu65oBjof3Znl4H2v9jAfXlFeoN/SAsy5imQCU1q0hHUXbAMnz3UMZQ5FjHl5SktRnJ9yPFyLFpZeCl/sl5Xt5KW0jetlHLTlouUmZRWe3ALH5Fvs3NrX6k+LIzxbfBWRZxXGsc179SzwYPdJ2rz5Uimj90XZh91nj3JIHdN+LdlCeiyZAy1fE9RrVbKW9ZEeCTkfrSRXOzpX+xxWiD9QTCMlDxlkhBw788dIFszrn9sNJI72v116f+N8H92oASjjCBcqXwJJBq1WvethLuU9UPbRRTJreSq5xOKBnuutsPL+hDESQX5RnAw226tPJA+LrlVP2R7kwv/0P9aWe1PmO/9qMBgMBoPBYDD8DYO9IBsMBoPBYDAYDMCdEosVeJVOY1V7TAQ+IgC/0At1/BdTfep+M0LMj3PuP3soSUJvR/T1aKVP9uNYn/JD0rBYVT19QroKlA4WL5J+y7HKdn4M14AupQk+fURaavJMfFzvLVaq/tFHujaor/5r1Ud6AJcIpOswtYvpOsGKy49B7VwxmcZfjRmsIMvAqk06c/S+Fe1QPlYbBVe6t+I9YqDuCbpYpAXSfQrS5kyt0+4Q6YONQmVd9f3/yyW34vlyrkCGgwTTBelMECAtbgXaLCAFtKd+mryTfKU513mSNoZPDieDU7+PBzNIkm51bboirEEhedcbiuJb99VvmvwtZBHrnugjOldQGsIVzuHcp7RL3FNyrv6RHoBCQ0pTNNZ51zn44MaH/9+7hONJc8YkSToIUM6g36Zwbem/rXeVcM65/mukH5LKpvsM6jaawk0DcgsmVTUw71G2QRlQ8h4uMbsVnvkvwWRG55zrnDO5U+eNxkjPQpIWpUqtC0hlbpGeN+C8Um/5EE3o8qIjMoWbuvidL82B6s5FnjwBYxC0ewzXIa+fzuqfM3eB9H/ex/MBm/EtaOwLlW8hFtuTZPh14xzMljyJRgh5x+SFjvFlY9pObpnaqv3LfdY5nDV66PuQmXkpaBXjjxKPgu47uCHhWcMEwYKSEbhpzE/ooqJjeB7OsZRnzI8oz+L5/bLGE2p4sInrUcZBaaR336dH7kPRwHtC1quXSUx+oLmcsiqO/wipumnfn2/47C7gfMVn/Q7GdtGqT3aN/5s/1/7f//5me/4Yz4QUc2PEORPvAihDdOtLLJp431kjLZXP2gzzDWWBfNfhtadPNPd03+AZPNE495yQILFqnWvy4fzsnO/0lH6kto8uNVCT95I6rgeYvID8v/hbtfs3173zrwaDwWAwGAwGw98w2AuywWAwGAwGg8EA3Cmx6IAnisF5zNbicDLwRxkcwS9TfdJ+P4ELQODzQa9mWul9kOjz+GlXlOTNWDTCaIn0CIZ67Oq8o49Upli5Gq4DU/PZKehPLaL0qIJ04HyAVmlpwb4rg4arA6mJ5QEMrEeiVAKsKqVLAVdacn8ZgU8EFRQOfdeAdawVrRFcLDoXatNgJAojO1Z7NZe49tGh+1CsE6xcBRfYROBLuSKFrt9mXVDDuNWy0lPzdn1QCymt1R5WJoMeD9qk0MELknLHebh6uZlBwsCVtXT7qPSHAiuk47cKj8gPVec0Sy9xfLEr+ojuEaScigRhIn3QVZDpUDbQzLia2pfmtCCroBQjuZi5OhRdumkwNeHD/+9djNFeIdpiRpoZx0OaQ/eIcKb77rzzy0FqmmE/WQ8rtUF/Jm80ORQvlNTQApVXtuiWEmAb184gE7vRb9dt3XMT49w551ovYZq/D/eT1yjTnubDndeqg+tP66d2Sgfydj09nqiLulxd36v7UsX5nd8w/IguDBzP0QQXJMs+qnDw9wClEd2XcB05oGsDLueNI23vwIBo/LHvAsCQDko0so6rxc432p5DxuEZQ9E9AvWUYf5IbiC3oBsGZWkVw5jOezjieAFJOqbAsKfMgQ4plDmw7fgcpQyjOkfXIav0G+pPklH9eemysfMaTldw8oluPzxgpkEpEMOqUGeUOaQ9SDfplhI1avc751yw0n3McE/9t/g9pJvhvP4+rv5nf7TZHnyhhvQDhDju4PIw1PHjT/AsO/Lnfv6ech4GvTBoLOv5cpL6cmj/9ClcuiZ4h8Qzv/+N5sbVkWR93lzq/HriO1v8uV74so8UkMSQlibeudoI7qqDfUE2GAwGg8FgMBgAe0E2GAwGg8FgMBiAO0mR3UCfuzvgwWfgZ07gGv4XeN/++fXDzXZRknL26efhSp/dO6H4rqsFuD1wYmWKz/pwsShB69PpgZTOFKvKe2/hWIAs9WynflWtc87FI1Lq2sxBNQRwYXCgOVo3qicvDAPhAEWnfgXrOiDdhLrA/rLlr9Jc7ovrWQ4YfoIV8M8Hm21SNQFp88ynfe+DYAqaE2EHa3KbXGwOpod0FWnf9o1PPTHvne1E5wBS5dFY/TeHhCHb0XYI2pdtEaCNKG0Ix6qb1eOBilMJVwkhnyBVztx4Uv8FJCC8n9bX0PV4soq49ngav8eg2bhSumoovzzVuKNDBWUElGuEY/Hu60Dt3gjvwbdW0OwirIP/dR+LasswVuMRAx8gHYIbRLrrjwsG8DQXWJ29L66cbUHpUXKte21AplIMVD46oQQo07oLd5UpQoBIFe76fP0achlvDqCDCfZ7Ywf0+BpDOFhgXsG1kiGoZCnifoe+rzuPc87FU8o1IG0A/bncV1kpZwivRHOWQ+jd7okCUpE53AjiYX0YEWlw0scM92CIh3P+XLSkdKP9V1PRLcgk+KwhklG9LIJuSwmCSOhCQQcM55xbHJGyr3dn4Jy7BH1Nlxg6BQSov9kDzCuQZzBAhf2PFHhQMSkhHc+6oZyHn/HmCB3pfT7UH77Dc4rPjWamf8xOdY3ue0g64ADVfQ/HrY9VmYFvDOFJVig3YDjI4pB9pf6bJd1FKNfkb+k4w0CVOSSC7Dd0m6iW1ZPXoK94+zHFZ916+Q/rgy42w090D7y3659qvqX7SV6RMoUL1Cvmm6t/JCsZli+Aw0eOgJnlAbRTNbAvyAaDwWAwGAwGA2AvyAaDwWAwGAwGA3AnDzoIECSB1abXuWjiBx19Q58h8SGH6f9wqE/8x4ewlXDOTVb6fj8nbYzfl6Dmkx4CN8713X3dgiE6VjWv4cm/8w2CRR7WU/TMn68iBD1B6UYPwQSkLSgDIA1AOUOJz/2UVRTt+vIlZ1rlnQ90c8w8d865CEELDAfxnD8gDWnD3YKhFesO+JJ7ouiqLCF5EqpXynoaMIYDwTJX+bjS1zk/kIF1S+RdOAp01FfiUX1whythBL/FmWS1T/kJuSdtNleVlcgMlYARehnV59fThD5YqG+tW7p2erJFCsHQBYSAhG/hiPCxQmGqK5GTayYcYDNCP4XMp+iCXuR9BvUrnO9CmeE3WP3dGlNupENI5dGxY3WscRFNK9IcBOqke6p/unRQTrKm3AV1W0IeQ1lLdKP5sISUhfUUjeEUso9V5dWQDEjF2DcbE/2+OVK5o4FWbUcT/BZhEyHcJlJIr1qXGIOgPElT0imkKj9jwA/B4b//C839nAPXr9/V/va+KGNqB7Y4nmCokYpun6mA42eY9yqfjijL6L3Wdrpb/5sUzO0a/ZdSDVLulCrQraJ1hVASBIhQulKVwXgOF7hX1gGDT5YykvIdmXA/lDN51DokIO0rzPuQaiwc5nHfOMH1cH9L3LcXHjWrv2/OSeVO/Vx6F9b7mOuGkEBBdsZnJ8u+PFSH6J4j4MvPs3DLAZ7DvCfUz96X6hSrXRyPgBTPfQf72W+oYPSetZRbYf7svfI7TnCiOuB4njzWva4wZ1CmGi7r329WGB+8B8qF6ARDKU+E/s57/s2NaJNynsWujute6A/LPZVj71caFMHybmmOfUE2GAwGg8FgMBgAe0E2GAwGg8FgMBiAOyUWAfgxhoM8j69qj4+xjDVo6rdxSxTC+dnA+w0lE19mCqWYjfS5v7srrqwd61xXyPB2qd718x0EVWC19c1P4OYAf2jmw5Ouo1TAOeemhfiJ038LN4MpV9DDLWFXVG8Ko+r4Fq4GoHAz5LhzRXDrywsd81B8WDoQ9REs/bJmvXpqiM4OdNwgRR2eDTfbqxcfHhQSTCGPARe7zkG3eGXFv9C1PFqpIrEIIJ9gIAtpYE96sa7fppSCoReeq8dQlEzRgrQBWfYMA0l3fLd40pNNh/ANyGXWMVwzEFJCtwQH6Us4Y8AJ+jtdEUDxu4jOBwzV8DnBcAiJQAcyAkgmGKKS9+DEsYJEIEX57gusJG9CYjF/rOvtfF4vu+E4ikdwsRhUJEJo++QMpvQPpZmirIV0K9tiDWkUHQvar9AXUabmfEt7wUmjsfAlFusOaGNIqNYryKEeKUgmvtF+mvHc/FBtRNeSwRf1FGk01eQzO6VDis5Jut8555IRZGYYgwHkRnQ/ib691H5IScplRWZyH3gmSfXhIEUL+/FMoLNG6xqOCrv+fEOpwuKYQRLaT/lEDCmL57KDMnmOAqS+X9c7LJHe9lb4t/yyeiEWdBRA1XJ+Y5gWXSw8Zx06UWxxBKGTActESUbD7zZu+qjeaYThUXQwooygscA46FS0G/fAegnZGM7bvqmXC4SQ7ASeUwtcQFL/Ody+1ljqvtffpo9UXjpatK8RUgQZwuwEzkFoIy+IB30onug8GZ6VlBrkn/jWEDHkaMOPMa/jltiHtoWlpLgfOmBwTFHqQYnQOuM905HK7zicxyhF6VzivQzvNz08F2ePNK/ufGlBIQaDwWAwGAwGw71hL8gGg8FgMBgMBgNwp8Riie/jLQSCDAt9mv+Pq+Fm+2ezp/ptplOnZ/iUH1Yy7hEUknYYSA+KdSqe6NEjGclfZYPNduAZR4PqafN6pNnrja3prlBdqb0GpUBaNbkGpZDooLwPmiInfYdwCo/O1fl7f6aV3fkjLDNGmTqfSY+QPRp4Ze28A1UeqI7DKcIwQBM3SeWDho7PoT+5J0i9RFhi2gjI2WH1M1bQp8hlp4F4XHEjoMF81lVfY0gHqa9oosrNKhKIumOKNjigpuqP8gLKKlie5NaniUnNk1JnXwnOh5vt/BO5TEQMGYETQnNVv/qW1H8z1TH5sdIfSBtGE7+s2ZHGaohwkfi1KHEHN42gCyeVQ8lx1jMsk78nGjmpOcgQIJ/iSnmCAS6zxypT+zz1jlseq+wxHT8m9ZIQSjcK9JsmAkHiibZHP5Z9QTxGUA3Ome1JFkE5TVgJOyjbuB4o0/x7CmEKIf9pYlU/adG9z3Psrw+OaF3iPBPNHcFC/SGHc8fi0B9DpHFjBOhEI/Uhyrjo0FHOt6SR3BPrJmjwOZ1rsH/GsCT9lnPV5CNt917518ihduF56RBQwDEphIzDCyahixAlCaCJd16r/tbN+m9YlF40K123ew46+ZS/p6QD5QMNzjAMPrMKSCYoGeMcTdqcZaIko+rykCLHJ0L357nmCMPoYPxnJ5rTGFh0X4Q3fG5oPyUh3QtIoNasP5Vp9RjBWHChcM65DpwUZieq6N47nXf2AO8MLTpI6TztGzxHMYwYnJKM4QC1r5ug41MMKURWcYZIKctEe1OiSdkHy8EAJzq4UDaz9qumFnQRo+yrKnmizGn36/pnAiWkdBTr4JlAx6I62Bdkg8FgMBgMBoMBsBdkg8FgMBgMBoMBuFNicZmL/2jhW/nzSKEDv05PNtvHsIZYZTTbh1vC3P/Ovu5ileeOaJI0hURjpm/8lzO5CAQ7oKvBExW8Xkbatn5FKld/kgJqzv3/P8S39U7ck+eg4EFL7f5yuNlmqIe3op3OBKAj13DoaNDVgAVioMTM59mCKy1NjiHpuPmRVutTttDA8ur+N5J3NPIKJ3YPBKAXCwS+rOFMwPuYn4Be/Bb3CrqlWfjSHFKErSECMVAP6R6kAKTE4XLAcIaih6CbDijjl5KyFPuQKpByA12/Dvx+45Udbcb/npYHOi9lHE2EStAY33PlAA0b3EjasAZ9tDwGX4frrvaQeOOc674S/5wegFc+eqyfoy6j6y30eKNRv/8ONFZo01u4RAx0vTlWNncutJ9uGlxRvTjxV7d336hTMaSHbcnAHobNkCKM6BaCpiC1zvNkO/VynMWu+lxv6stdKMfJD9ROlNcwNKSEa06MwBL2G8496ZGOnz+GtGaO0AS6HVzpWtHYf3TQGYX37YWfoE+sIS/y+sraH+f3AWVxnhvBJSUM2r+EMU/nPe7vtv48zlVkYwj+YPgGg0kyPaa8Vfq8VT8MQ9ujZ6D+wR7TOYSuGsnYn6OnD9TedKWg1IGyoOlDHd+6hYQBISCUVWwLIklG+u0CsghKFpoVNjyRYtK7BuuvgBRgdqKy9r9QhXtuP/dE+Ui/Xw3h1oJn8hzzR/cdJGcj3fgO5sNqwFTRQt2ifjivRAjH8mQFkDxwe/A53Hd2VVEcd3ynWR6gAbywLq+oXv/a/VpzDPtH90z1PPoIzksodzOtlzPRiWL/lxoUN59q7qF0gmE2VRkRA1K8e0A5sh0EyaBd4qEGAt/d6mBfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuBOicWbVO4JT+LrzXYJ/mkJ7imCa3WWUbdADtL/NN7AanX+psi13dkVnTG8EdW4ziExWIL22qVrAP4PsK6njGjAfhcFsTogpa7z7nxD13ZsQlaxQlBIs4cAAUgyKA/I27rP8Bpcww04KaAZ+6sx8+PdzXbrDDRsIkqmuaqnKRptlTt78h2CQmgkDzFFE3Ka5i2DMXQ8DemnT1TH3bd+WVu3WB38EKuDX4H6BtVeIigjQ/2Hc9Vb/FZ1m4A2K3fJl4I6RLcJ30l2tN71ZQvZoSikYMol3aibkbioxUO5WBStA/12ofoLxzoPz5/31O7RJShxuDRQjsD+55xPx69xr9F4S7lvVe5yIonVOr87474OdINZnmIMg7KjBMqTQ3k0J+aRitQjw72nu+oH3bcIg4FzRfudxl7eh+wJgQAh2iXdQVtDSkGpQgrqj1R+c1Rx/kAgSNNztACXj34dQl5TQG6x2kNIEfssHG0SrtZHAEN2pL6cop8lb/x5KH0I6RH7lOeaUe9i8V1kFUQwg3SLUzGGLYMnGIxBiQAlD/O+XyY+XyjPK/BsayvPyVt1T+qa4Ta9typskOqY5S7dBHAPoJlzKKboIOKcL+Hho3flOQHUhzl47hYIfOlcabCRcqcUooHUFDoyMUylGhRCap7P4QxT6M63CE5hqBTGNh1f7osSrjmtS7pBqPDzA8iwHqiDtFFPWR/zyK/g9uOcu/1jSVApawmWkBLS3AkuFgz16J7reEoHKWth4AjMo1wEKWVyrYEwe+LLCygFpJsGnSvyNhyFIHFj2Nfe57o4HUgof6C8jf1vF+9SDDtxlXex9ls9a25/Othssw72/myo/QiCopMRg1zqYF+QDQaDwWAwGAwGwF6QDQaDwWAwGAwG4E6JxQ34ky9Wp5vtQVvU7XKt7+P/6vqTzXa2qj/1Ova/lQeXyCTvgSoCfz2f16/CjPqgAsFVBiOsAkYgRdGCkfZh/f8N2hc0UPfpWa6ETsSoe24QrUuVaXmEoJULURvhLZwJ3pzpRC8eqdww1V+3sQJ+XxR62RFVwFAI53zaZvRDuZEwx93BYD9Y4no7avfvYsBOWnCVqy3KJajlPunFehqG1Fw88/tNPMJq/B3VQ3Qu/nQdDbRNxw9S4gOEtnS5JB39INExDHmhbGHxQ42P5MynyqOreqcHX86A1c7vdTxXZ/N4hobQwaQ5x5jYFw8bvxtutsvnkm0wLMY555pLyGBSONHAmYMykXUHdRZBBoAwkfuiaNdT7WVE3ZM2l3sMm0Ex5vV9yDmfgvccAl7LqWT1exqHq+ei5tpXuu8Ukin2rWZGOp0Urto0h4SJMiDKoqpg2zd+/VL7v/dM14bjSTZQ/fMalM1MHukeOueQlXyt8xQdSKEWpDwr8zjGlOekgrmLEhVvXmly3v9wNwI6hzDEo2ihH9BBA8OT7hQNSBiSaSVEYRd9cI6V9hNtr5DnRDkE63//V+hDkNrcfr9edtO+qA9moDSEMgfnKi4ikG7Q0cJzbsKjw3M2wuBZgO5v3UDygIAIT26BZqS7ByUVvzlQm8mI9woZ5wB0P8IwsoHmHkoe74swQSF/Ksp+9EdwcHipMXnwp+hDp747zm8x/v1j7990uwnnut4SQTuUxFDy1rnE3E/HIzybKCmgzIEOPwwjSyG3Sob+O8MCbheU1/AeGGjDPr73ud5vhp9onLMv8h6W+5DmwuliSbmrg+zltlLWR3qn6Z6pIKs93cPiSd/VgTKR5KY+IOq3sC/IBoPBYDAYDAYDYC/IBoPBYDAYDAYDcKfE4rOR6IKrlfiTf9D99Wb7EUJDJhlWeYPjb4xpKF1xYCd1AKqdK5ML0PEMEwj3RR1kuB4DQdZRfU53ilXKXeViuJnyEH6Hng1w7VSLtl3zm/qQgXCKlaqQTOT7kDBkcInAMWUHxuUJw+EhCRiCZ8OKd+ecK3dFP1G2EI/rV23SpaCx1Hax2607/E4EW1QZzRYoI0htigTBBJTQgHqp5sb3r/TH5gO6C2A1PpwN+OvoXCvww6GonrILycqIMgfV2bqpoHm2Keuv2PHlBewTdDMoYSIfYSV/jvCIAMEOdMoojgabbQY+tFDuCO4n2QMdn7wZ6pwDLId3zuU9SAe4+hz3mu2pvZIpbQAw1pJ6CvIuNL6PNoWLTQET/9VAx7euQMNuoSxXfX8Q979EUEike8+eHtWWKVxACgRpyWoPcpK0XqpEg/7VPlaeg9ZjWYuOvxI/vuAAwLh9oHm5ZHgM6j+5gHPNA43hvA13oEu4oszhQHQiWjnAfkp5GlNfNhQiUCh7qDESfS0JWZRDQnIGTcx3kFUQRVI/99P9hHNShJABSs4iSCdyKIeccy4e0RFH+7Md/b7/UvvTnXqZw+ijereF1jXdPrTJ+ZDOGN33qO+KiwUlbjG6EMvN0Bs+gxlI4TncRJXndl1ZKQFBfa/UHVy2458ngqMIHU8oB4mndFeAE9XbIcrxHQJmXmre/Pv/6E832/+T/X+32f4vD/7BZvtP9p7qcjPIOKGJab/x26L7TuWaH0MmhS7P0IsIzg1BpLYYveD19Fu6OXHO5Ly13Id86kpjePrQn6M9aQ6eU2zXaFZfz5RMdC5UptUu77n+nL6spN6BZX7sj5vue0gJIc2NIRthGAvn5Z2v4EzUu9v9xL4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwJ0Si2/Ptdq9REb2w0Cf0P/JVCu+hwtxO2usQg1AdXFlsXPONTOusNbfWtdYqQmulxTa4ga2EpBSxLf1RuvhC/FN+Uir02lQHmkxq1sc+/KMfAeUPe7p6qf6TP/gX4nCKEGRcPV43lW1rx8NdG1QqqT4cx5zgxXmkFs0I5/aofwiiUE1gLIPhjrX4gVoUZSbFPB9QdqxSenLBDTMMZ0esBoZq2fpCBBUFpuuEExAKcDqI1HlzSUlHVjte4owjbewI4GspThQ/6AzRIm6bICSopzBVcMpjiCpQfu5S9wUgl6SV5BSUOKCUIjgcrjZbq2wivep2pHBM81UdZEfIvxh16fZSK01EYbB/kt3BjfEgAHNWVyjXu+Jf/Dii832F2O145cLme3zv/TtG64Qr5dSrQf+vz0nhRkdO7BdgHZD/y9j0JxUKtEYBvXcfYf+h35NB4fmjeqv3K+sui4gQ9pTP2hgf/Prt/r9EzmpsJ+yzjimiGCqVeg5QkbY1tEFynow8H7fKHSvIeRP667O1ZghjGUM7t870RYq/w7Q9YFzP58VyyPIT24pzYGDDoZmo6IQosPC4rA+oGoBlU7vtY7P4PTAEBUv1AQSstZ1fQAD2y7roF0qtDflJJwbeX90ZGJfLqAOW8Mtgc4wPj2Oc0L+sIZDEh03kvd+WUu8gRTbVFn4CQNVOGeuv0O/ySDRfDmVBclPTtXPDxLN630Elk2mev40B3o+5Ie+XGiRa66dPaXkUuXd/UyNtIKrEt1CTv71UOXeQ5AXQko65yrH1HOowfNhAPeIud8WbHsGsrAPUYaRjHU/JfZPH8B9AuOG5aD8jPpHOgVR0tXL/fl9dcgOrE0veI3yuBVkH5C7/VXzjX1BNhgMBoPBYDAYAHtBNhgMBoPBYDAYgDslFkGoz9Lf31XQ/BJUagaOJC9gdo5VnutoO03vrTpe6X19/gj06YwuANjOsOK2K66n2JJRsJqDOoXUo0xIgemQ38mNH4G+w6lo5h5dQiaRtrFdb9ZNiYkH0EchVs+XLew/H2r/nk/PlglW9aO9liegPI8kbeh8fq39WKGefvKgvnx3IL6p/39XuKv72OuKrrrtSvLQ8FYyg8pc+RQLqd+dz0SJLU/lTLDuqQ9SLtCEXCBAvQVXWlI9+7Ho6uYOnEOmon3WkKKkpzoPaSjnnIuG4jxJXzun7QAyDkdJUhc0YoKQGN4Dwj2SM8iIBqDKYY7O8rUufDcCL5CCtBakF6Re14/EKze+Fk3fCO9eHVyHx8ntZnvYUtnf7Aw22yXOy6CQ7lvQiAdcru9fI+8wnAX3QVkR7nWJc5G+Y/hDhL41f6gx1bre4lYBaVTjDO4xFRqRjix5T20fX0DOcwpJ0RBzD89DVw9Qk+1vh64ObN9GvXLFm1Occ77LBmnLEaQUfclEmj1tF0NIjb6DG0G+j7kfz5D2e6zqxzMkE+vt0f90dmhWJF1Zt55yziC767zDfAC3Bi+MJKif7ylVYP3T4YC0N89JaYNzPnXeOdeJx8/pJoXfQ8XVwbNscVA/j+ed+nsItoQ8sayr3UpZIQ9hHRQI6VrCBaMN+Qmdm5rFlo56B4Id/X4/0Tw4wnj5qK0AoS97GmuTrp4zna4q8/GuHJKcc+7XT/C83dP1ohiSrl+oQ9JxikEe0492sF+dMx5rO8PzLlqg3wwYnKayRRPf0WodQK5xpfpc7Gtg9F/pHuYnkEzCEYfyn9YNHaB0rSYzh/AWujzAs7bly0aJ5AoDt1kvt+CzOhypjbJnkMfkd8839gXZYDAYDAaDwWAA7AXZYDAYDAaDwWAA7pRYvDgS7f5p9/1m+8tMn6hHhT5vL1ek9UETgXJfnvirPEk7NANQNG91XubGOzApaxxfQnrRhBsGVzg3L/X5PppCLoHzhKD1kyv//w8ZwkW8lcKoxfQBEkRwbY8qBwXprSq9Bv0baJsr0kO4Jayj7c1HCrS5EM3RGYEGX5DexYr7LmUAH47lA12vRAMUkMQMWqJIZjBCoIsF6V3SNs4514YDxPKB6K68w3YFLYrACNJYZajfpt+TTIKG6gTboomVsQ6Sh2zXb5cyRJDHe1HOywc9V4cM+xlAMn0K+Qj6VjKCufwSfRyOGWusfA6H6gNlyy9rhDCScgCnlxPxsFwRTElGOVXfbMYfLrHoBCrXfqyy9zsabFc7qoMxqOXuue6boTJxZYX/egvFHSzy2v003aErCMdXGcBRgEb/OOcax1D2kX8ECVOlaLMfDTbbbOMSgSLBRHXDcZvtIwQFK91Jq2ZwM6G0IX4vqVHZgV4thPxmVHGhwJy27lRSNn67v41zjSFpCbZTqfcC5n4GTFEmwbmbg6f1DvKYEzpgVK5BpxJ0Fc8xCbcXIdyCMg6GfYTom5zrKEOIEaRBRwsMFdc985+psxPVJ4NJfImQjh98BSrfcyCALA33TEqcshQGesxYl9sCSpxzAZRlnNNCSgRQH5ReuCbDxPzAo/ugGKuRx5n6LDNRPm3JJebPO3LsOuvrWXHU07z3SR8BOM65X+9ofB/sacz0EzXg6080Dg//TL/1AjDGlJDiGcQwLHQDL+SJcgbc3Pi538mTMQJZIDtl248+htMT2iKaY27wwm0gwcV8vfuF5vfVgQZOgWMYcNJ/5aePZQhCozMMnS9WBzqG70Dtd2ovz+2nBvYF2WAwGAwGg8FgAOwF2WAwGAwGg8FgAO6UWLwdaeX0FUzsZ4k+s387l8H2DlZzTn4t2qBog26aV2QLEfiXHkIsuCi6nv10AWQSboqV4QgpoYNGCb400OJU1wQ9yLJ6tJxzrnUBQ+/9ehkHKYXWFfPCkYd+Ls5t/girXM8REAHqlQ4YlFU0QHnmPZ8uobPB/JHoJ1LDvc/kGpA+0lJhUuhF+8PpTzqNFMyp74lW6oSqmxVWKXdkluJyMLWkf5zzaRxSh6S4t2XLU3pBajiaia7KsYI2moPeishdQRJDA/Ub8J/OuRKUWA6pA5052C7sTxkdNBCGES50n024H7Acq2MsT8f+4qg+CMI554IJfoM6iy/VZ7N90JFTjXmaxZdLnxL7UDxpaSzMsLL5n79WZ0keibI8h+zr6E9UH2xT5/w6j68gQYFUhNRcNAFlB4N5z8mDbX+rfk1nDK7OTm4g1UDbzR770oQFQiw67xHkgbHeXKlvpgca56OPdAzp1hYkAd231InhwpCDpOgr0RAn2vHLSucP1l8M1xbu79CtYoJgkWzLZH8HoiHGV1f1mea8Vx3fRNgE5Tisp+Smsrrdm+Mhk1i4WnguDnSlGFF6gXJQPoHyUZJAqpyyiupKfDpDhKt6ZwlidkwqH3Mp3DDSHtxBbuhwUC8d6lzWS1eqZfBco7CfwSnJcIuDDuQ/zSW0GvdENMDcxUkXeBrqGflxV/KJb7p679mDA8bVypfNPTzV70+70svMczyvX4jyH431+97berkhx5rnJHGmeSWCAoqyhdkpOlTVwAFVQDmEJ/8ZaJtOFNOHOm/3XH9Y7kF+BgnO6BPNVUHGfkbHMp1/9LEv+wzQr+n2sTzWcfFQfWIC+WSMgJPk0ndxqsK+IBsMBoPBYDAYDIC9IBsMBoPBYDAYDMCdEoss02fzn7TfbLaXWOLbxTLUvOAqYNLe+myetyvf9ZHZvgbN4YVEgMYqwOw1pzR/B13NrHiELuRd0u90jNDxEc7pKrTL8lgnLjs6V96uXykcwJw6wHkXj0Sj5C3V2fDvf7TZjiEViGEMng8S7BftWnT8pmRgASmZaAIK8kS0w+SpzrvzrcrdeoNl1PdEc6+e7irQP2LwM3mHrhI6niucl7sVKQACAbiKNZzrvJS1hDPRMI1MxzRgMM/9dEtZndZLFRylHXCbaKRVmhh0N+jrxrr+2pSDxDdqi+ZIdNDsB4eb7dY2xw3IMzyad8zj/X5T7EBG0CTdBUrrvWxHsmM4brxn+INvmH8fzGED8CyRBirDAH35sajN4RzOHJ8ON9sXwUBlvfYlQrvfqM5HH+m4+Ynu9eQ/qH64Snz8XOOcYQkn/07tEt7WU3bXn2o8LjGGSbPPHm7/XkGKkS4sESQTDBRaDbgyXOcp6USx1h+6byD7ei5p3exU/WMXdUEnHuecG71AH0eXOhxi3jvCeFyq3yTzE/2gUU9134XsQOMtutY14jGo5YekZOudJJqYb6ZP/Gu0L+vDpOhcQbkFV/izvUhjM8yB7gKUW9BJgvCcAnp+v8nBRnuOG1PIHg4pD0O54V7Ae6Dsg45CLMfsFDKMa8rVdEzgq89cC/d38wOVafCl9mcMJvF0GLQ5+nBpTpIgrAM3sqTzEi74NJarV4Djc9hsVaUaxx3NlXuxOsjXtweb7T94LP3Pv5++2Gy3rzTfsF0yhB0t9+k2gfmJ7Yg+yrYO5/67GKU5bHvPEQM/aZ9jTOG9YvxM5dt5qefa9BHcuND3W7d8d6Mko14u6Zwvnxh9gg6P8iXX+kf/K7XD9IXmnmZa77iz+fudfzUYDAaDwWAwGP6GwV6QDQaDwWAwGAwG4E6JReMXouB/9YOHm+13y8FmO4HdRF6S9tZ5aBTeuvE/ledd0BMlKV2UA0xKC+4TObzBMxXVo8q8VcDLevNyrvhsI4t+9sgvK2n91hVpH1D8M0gHBvUyB8owwiWTT3BKHMOV6hGo+AIhD3SeqJZ1tYs6BpXXxcp4li/rwikj+/DQkPJKnE4JCiiKirrDPUN/tjXlFo0K00gpBeUDJZwD6FiwRgBJiRCL5GutTC6ORC0z2GUbGMSRY7W+S3xaP7rEKv2Wzpse1pvb523QTKSWsPKfTig5ykpJANE6g2MDysd2d86nsvLulukBx0QXuLcU7gzhnVNLLSLwwYMA5vuJ7ulPEnHfy1zX+Mn+2Wb7n77HiuXbioQEi8cnz7VdIlwoRajMugEZAlZnzw9g1j/XfZeJ2mLxWJKTBSQcpOJZ30UlnKJMQGHK1MNFcDNhQE0DbZ/ALaGYw6D/JQYbmr7c0ieSMWRlGFvVfsYV7RF+Q+cP7/gUY3OmCinH30HSNeP8BjcNuONw/iC1zLkn1fD/3ecUhnekruk9R7xzIS8qGWp7NQB13agPNSElTjcB7qesouoMwbmOz6Ym3AL6b3TB2SnCqkB9c/5kgBNDQCgHa93SMQPuRZeQI3T8eqWrQucMxzEw4lDbe19AKof5sDG9242gDrPXmifOYtVHC3X2ulTDDwJdIy1U7pul5vGLke9i8feevtxsv2jr5eVVV51zN5KM7vSRXC9GJ5Iesa/QlaL/GnJB9nGUgW16+yPU5a/8tsi6dK5gP9AxnuwR7dK5qj+eDhPsK+yLnZca8+lRF8fUzz3O+fMVZUgs9/yR5u7+55L8hQu4HI3udluyL8gGg8FgMBgMBgNgL8gGg8FgMBgMBgNwJw9awF3gV5PTzfY/PPjVZvuf3/xgsz29EdXQyvC5HlReXlk06GWzw9EiBI0VLuo/35dcZbsE7Tuppy29Fe1kobgqGccf/pnvDnD9U1FRpJx2v0HACQI6PAnEQgWPsWozhqF6AdcBBlIwTGCN7HBeq5opToqLC2tXMLlfN7GafstK698xE78PduECwNW+ef1q36wHqowSC8hBaDzvnHM5VvKudrS992fioqffH6gckJy0X2tF6/xT9etoJP4oQDhIuEA/AKVd9FB/I9HEzQvRZM45l32ka3jhJZDFUM7Q/UqUU/NW28sfKDyGSN4MdX7IR5ornbM5VfmKRDRg1R+fY5UUazSsp6KyQ6wI/rWu0YjjusPvxA+S95vtVgN1jq59AFP+EtzyINL+H3/6erP92ei5d41r9P8mDPrX6JvLrxAUgqCRDNKXvS9VH4tHogXp4DB6pn8UkEuw0nP0/eS6QnnuwK2CDglYod5A36QDCQMfOKd5Y+qN7j84H+qcT+WQEk01Dkjd0yHGOeewkN+t4DjD8ZzAoJ9yoQb7bFIvybgLdBRqYJzHt6SlGQCFOnhPBxyds6gUg2EVpP9h6OTJKro4bzyrX6VPZwhKL9h2dJ6IIJVJQYdHFTcCSi7oNjJ9iPlgi+kDZW0lHHcY3MHnMcu32kF943jKU5Jbv6yk9d0W54Xuu/ogJDpXrHehsbwn1m2dl8+pm0L9cVaqIC1oNwctDcjhUjf4B4+QSOOc+892v9hs92HH9S+bH2+2v57I0eJ7A0n+/tUP1KHWoa6x92u8M8T171neeNxDEMxQ+6ePvaK67tv64BoGfFAedvpvNGBuf6jyJXi/yfoI3ML4Xx6ooy0fqe0WB+yj9aE6zjkXQKIVj9EPvJAtnYvSjeRSc/fyuF7muCnDnX81GAwGg8FgMBj+hsFekA0Gg8FgMBgMBuBOiQU/0zM7/B9f/nizfbUQxXp4Ijp4eC3aIIYxe9UovPOezhIwvccndbpScNVwAFlAglXHzfrcBI9WWilvwKMWmF0fzX0eqvNe1UUaixRG+60K21ySnsR9YtvxnkcI/jgUZdEAPd7YBSXQINXnSyy4mpOSCVIknXPQszFWRYNKDSaVBrsHnj6UoXoUiFYZh5AUoAKTa67m5qpc0LAVtwVSxaRisn3VT3IN6cscgTZwF2HAB69dJhgaqNvwBrR0CTP8PbRX1+dn6ULCQJDsQGX1QjlIHXZU1iZCTaIzyUSWTwcq6i2CRSbazh5qiX7ewgrgC3QI59zqRGVqf6lV1+uuysG+HJ3DdWCgcqzT+rCYu/A8uqndPyxRB42ydjuC7c3f2nu12f7lqdx3nHMuiNG/wEkG6JvpDmRIDFiBGX6BVdTsf4sB9+u6lJLlXa72r1/5X/1NgHmJNPgaIUVFG5KulHOayt1+D/cTSDIasAFqLiATg+wrx/kpa3LOl2gtDsnxazuFjOAQThzBgajk7/LFppFBtgCnIrpNFJg2e28gC9ilbETHUFLhnC/Do2OHJ/ljG0NKyLmV828KGttzomAISBf3lvllUuH8f7It6AbF/rjcZxtp03MOoukQFUK4z/GLoPYYSikoR6w6bjS2nJcuB4tj/IhSO4TeFDt3Bz7UosDYxnPq56tHm+2dAGFfrl6SQbngZ1fH3iX+7uBrXQ69ex9SsWGqZ8c005gcDNSBbw81DumyQ+lLPKqXSBCrY93n7q/8MZxA2rM8gDQHoTmdM4yXHbhB4bchxnYGtxVKLDzQMYOBNOj71Xex+FYDL91V3SRnqrOirXkl67Gf6vhosuVl8S9hX5ANBoPBYDAYDAbAXpANBoPBYDAYDAbAXpANBoPBYDAYDAbgbg3ykXSEz7vSB3ZD6T8mmbQ/w4W2e6+YAKbNqn0O9cKrPR3YhVsKE6+iqc7bQnoLU5NoS9K6YUIW9Dq30LBCLkn9FjV3zjnXGsKmBLrj1o32N2+VLJY+k10S9cKNwrcs2+yHPjVgUlWAlCtYvlFLG059zSf/TVsv6oOoDaMdy87n0pU2Xr2rLetd+FsH0oDeZLJXeX092GwzdXF1CG0XtGdMDKIW1Dnnwgn0TB1YO31zsdme/G352ETUAU5QNx3pqAIkojXXSEdD+l0JffHySNqx1pW0atWyUou+OlVbJK+HKh+ukZ1KDxq91TG0hXOwYIqvdW2mS6UP4TtFnSEtBNe+rrHzZ7JIKx6p/7LfFT1puIIb9fdygUS09G5tVx1OoQM8Q1IVtX8BtH+7se57Dr+t40D67L/zvW+8a7wcafHB4/5ws91CIuh//OWPNtvnf4xxfslELybSQTeHpLDZE8wl+9DQMd1sqjmmrMyN6wCpnkwvw6WXf4j+BA0i7emI8Scaj+NntBzTXNK65rxab70VVFz/Zk/oz1ifVNeRi59LoWEOpzpx86ZeO3kXohHWT0BquDyCthE2oONnWGOBaXP3G93D9KH/7ag9o02c9lN3TIs/WpB6+mWMo3CLfpkabtY5NdVNz5q0kvoHOa6XroZ1Pfu/1sWHH0OTOa/vy95zEVp52uRRu+/P3a72GOf8+qeWP/KC8aDT57obpFYGtx+epBftqg4O25rHJkjPu8o1hx6Gei4+6iiZ7dWtXj76bX9g/Fff/J3N9j969OvN9s1KovjzKdZxdXQfk6nKEdOiFuOrfVk/zt20fjfHSlkJi+U6n3iE/Ug45tqtMWwsOR8keB+aPMY4X2Dtyy3W5eAWel+r4Eyzpd7ZOeeyPjTZA5Uj76q9uG6D8NLztlTfb2FfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuBOiYWb6c8Z/Fk60CSsch0zORP31APN076sT5Fyzv9kTzouJ70D9gSMvYvEpHqUAD/3kyailIIyjCYtxGhVc+VbYE2f6+L8fB9OUfAIdQZaIB7CTiyFJGOkm1snoLoukfKFczqUNbxFetvUp3ZWz1SxkyewS0HKYDSrT7yiRKBxApnIPUELnAeJGqbTUh2k8BPqvFM55sf1lkDR1LeIiW9Ik0D2gLS51pWuR1nBmvIE1DMt4oJFvUSA9m+tS0gKYAVXVKQ5ZVRvheRgE9ecwMqvr8FTHMJ+i7aBOGejgD0dpBrJF+eb7eUPlObXhHxnVUkSCnZh/YW0Iof7psUcbegau7Drmvtj5z7oNVT2y0L0YoGO0MYgLjCX7MI/KwL//N8efOVd42ymMj7rSDaWgQdO92AfB0qSNmCLQ7Q3LAdpZZYj4S3eqbdLzFuQbfWCyh95bVDLYBtjzIETSAfmcLdrn9XLM3pv6+c9Jp9RxjZ7qPNPPvHHY3io+s8WkCRN1G9mjzCgGxwT6kPtyLfJug9YHwXS0cIpxrlHGWu7CVup2Skt4ir0LP7JOmzjOcI24nkpjaCtHMvRQvpY7x2sICEfC5dI5EN5mGDnnG/P5kkj8CycPNazhsmCtIzjM5J2Ykxy5POb6beeXRfqpVFJ8GtdYy7aQ3+HFSJTBj3rT0ibvGfkPVFC5ke5FrFE5xoVev7PYHtLldrZO2g9nXNHp+p4X8/1LD1sSUpwNdd5zyaa74szDcTsiea99jnkBehPfdgXjjFWYzhxNjENMfnROefGeKZQ2kPpULqja/Rf6hqDz/UeszrQj9uQuLJfFm3YYeI5Q1nF8ggphle+hDTrq1Dhol42mpyrTCnkkEzPa53dLc2xL8gGg8FgMBgMBgNgL8gGg8FgMBgMBgNwJy/BVdR/eilHgG/b4lUGLVFrr2MkqOxgRSQ+8VfTgOIx6JomaRyUA6/xTL3jSuFCrIMn49j/TJzC4kif75li1AQ1RIqJK/edc673jWiR6QvxrUwWK3ZFlxQJVonTIeFMSXPrfSScDbj8GCut4UhBpwuuOl2+UHKhc86t9upXmHKVskfTgaoJ3qF8exUe5h6gxOJRcrvZbsdwhkAbTX+g+4v+I1Ymo9x0DXHOuUYBGUILFDKpPayUZ+qi596xA8cIpOo0UsgZWoyXYr9R32osca2pT6cvHuka7bfixEukIvqpi5AXXWA5MpKj1jFW7iLFj64X6z4kI0giilHu9AiaJedcCfkJ3UEou8l6g812coM6GGmgr7c4tdyFCLR7t6E+cVZqjBxDUxBifJ6t1E+fQLawT37b+cmOlFXMck04ZR9tMVV/pIPO4gBjHsN2cQrZzAEkRXP06wRc46WuG1SqrNhTOeicQMkZ5QV0L6AkYP5Q1+t9q3uePmISp46nHGEuxZIrY1DagT+PR5GuUWTopztI5WuozzaRfsd5iNKy+yKcY0yu6s+7Gmjbk+PhGDoCeGmAzk9RJFVMF4YlnlmUFVLa4Mk7INVgahglLjymhXQ/pqk1Kv2m914/mp2qg/TewE0H82nvDc7rSXkwD8EBg8/IwZe61gpuAnSrYPmq0hVKQFI8z5gq6b0/kGnH+G98B9ccpmcuCtXTRaa5ZA+6kZ9P9Q7E9LvlAtLIri8FuBnqPeFmpLn2ZF83td/WgH6Pa3dfqKPmOZ9/GKxoixzSFyYZdq5UT8sjSMl2/I4TIoWyaNc7wNCRZPQxf61nTedS/azzHs+aAedSHTN5gjkwVR/qvsVztPop15OEIZV3qPPe/lR12bqFrJXvoOHd34jtC7LBYDAYDAaDwQDYC7LBYDAYDAaDwQDcKbFoLvT+/HRHVPktTK57Uf3q7HgE2gsG4B5V43yT8+47fNb3Vlsy0ALUC4zxScMkI31Or4Y2/BY7r0TJzI9VDe03kDOk/pLbsicqIJpi5SRCKLgKM1jVuwXEWC1KFws6JxRtnae5qqePih1xqsHSX1Wew82AlB0dHEgpxhPad4jCaYw/nPKMwEFyezeRZoISC0pi5qdsX4f9/v/lem9BGx2g/RaQEpzDxaKlOl/uq2467+pXL9MNgqErOVweGBrC9qoGwcQj9CnQiOmR2i++llRpBSqquYBzCkI52Ceyx6LxgoGOJ01ZJnTZ0DFcFf47oMkBxlHrTH2i8UZOGSXve/3Xk1hEkFgMC42dk0idotjirPM0vtpsH4S+Yz4DaiirIBrg3Sk9SAcoK9wjFg90r+t9laPbVd8aHGr77aVOtA4x5038Pl424bRDBx4MSY5tGHm45WOEDo00PkiR5t117f4sV1svH2g8hSM4p3T9uZE085pjewQNCOqVgQ/JLaRX3fo2uQuUYq1hygKjHE++QgciOpCAJf6d5xQlFyFkAp4cAlVCGRfnVu/aePbRbWn3G52Iz6Y56PHeW0gb9vzH+PQR5i5IGKaPMU+Cdl/tot9hk+4MnkwEj5qbT9XupPUpi6QkiO3unHOTpwzBwh8odaT7AcajJ337Fsli9wTdVmI03iHmjCb0IbeQVdB5YncHDg6Z3xZ7A51rnup6795IpvoPf/qrzfab4UDlo1QJYR1rGEu1ZMTj9Xc6jYxe1Msqet/68w37b+dM20uoN5e4NqUX7CzhXA02P1WDcUw0U117/+ea06cv4OIBpws+y5xzXv/onOllkVMP3wOTG8jd4C6W9yppKRXYF2SDwWAwGAwGgwGwF2SDwWAwGAwGgwG428UCr8+tQN/fn/Ykt/h3b59utpMeVrSDC+HK1bzlfyqnWwXNyEmh87s5ZRWunqX3Vt8GyAVnMAbzzFs4hpTz/LlWzzvn0+OkC9rvRbHkfd0QDbApt2gOwZGCmmhukVg4rNBtZGqHAPuzRwOvrMmwnkIjlUrpSxM01rqNsIjvILEgWqDKWwFkLTBab7aw0h0hG8FFvauJc/7KV/ZT9oN0v57e6b5We3GlO10psgNIFbDSNYQUouhTYgEXi4rqKByKA84HounCGdp1gSAZtAslO+m++K1whn6AAAEe7wV9AMEKK3pTX5rjhcSs/L/pIqi0Y/FvjRm41OaHG/cXW2QZE4SG7IP+fBzLbeXPZpqHRqHabhD4RvDTldos66ldTxJpJrq7kLucQTqAsTN9Wi+rWMOdYT6ThIYSBC8shlT0wp8bs4UumPXRJyAFCODgULTYmdmHQHlGHCzaLFu6n/yBjj89GW62x3Pdz0HPr9dFhn6KFfdjUKmdr1UHDJLIIX+K30Erd094ziEpHS10TJHAvYfdrEHZB3ZXuj4lCfOTescJSlwWRwhkgspn3dRvd15j3oMEanaqsUOXkhAORHSnoIziN2Wql0PQEYMUPFf1c55s4RkyfqLyUX7C7RYo7UkP8ziO4Rhyzrm8y+tBMgkJ4+xUP+q/VZ3xeelOj9yHoj9QH+6FGsMPI73ftKBt2os1x7xt6t3g8pXCQRp5RQqAwJ7FVHPP3rHmmwgPXzo9JZG2b3GNJuqQYR+U7DDcg9ILjvPloV/WGCFiybC+T4SzekcLbxxM8MyHpCb03Lj4foc+hECQ6Jff6phKYBlDvRgC5kkv3kAKiGdWgLEWXVtQiMFgMBgMBoPBcG/YC7LBYDAYDAaDwQDcLbGI9Bn8zXSw2T7ugI5s6ZP41ZeiWyMwiqTTqhQLaSlSBFyByP3xDHQaqCEeU9K5Ap/vaU5dwHkivvXNvTdlm1ecITpB7d/yHcgq4CYRzFXWdF/0ZHOv3pmAZS06apqYTgNwCmgUdNzw6enWlWj9BeQClCqwXeaHuredIcIsxliuf0+0mvWuG8y7X8KYna4BRRfSEJjZd859GpGBM+wHdFgY/kg0WPtSZVoeiw8KUlLlSe1+hmx4q7wZEJOQdq38v5Mr6EELem0PsG9RphMO643T1yHkJgyYQahMOIQMaG8LPeUq4Ti4v2xHAzq+Ai3F+stRT43/dP/3fp+qHSmxOA7VN1fgoiMshy8r3wDyQv++WGjF9DRTHc7GGKtwmSghcygHuoZHVGK1ebuD1dXg7zNwpClCQ1b7PuXJ0AveRhGBioZbULqH/X1QlQjxmA3V9ztfqE0XD0Gbt9RHX+xomfzXa83v0xWTmfzV+6SSG5CJeNIS3GoT9Od3CXxoZJAzoD6Kjs7bvqDsoF5uwWdIUPjzDcseTdEPono5QwxZISVXnQvIzE5UZyxHF0EfdOjhPJeMIUE49h+qDEXy7g9zvx8I4mqPTxFe0j3DfIhysC49eRb2bwtKca7iRDWrr1e6gKQ93WsLYUnN8sNdcyYjjYX4icbzaTjcbM9KOFdBCjFFKgz737rjvzP022r8ToIAl6XGT4G5YaelZ+TtXOVbc544wjsNnGUYnMZnTo5xQPeI9MAvawNajMURQs742MG9Up7INrr6Q82r3fd4T+rofhp8Lxur7mcPUd+DT/TbijSXLmIFnreUG2bdercm1lMZI4GpBvYF2WAwGAwGg8FgAOwF2WAwGAwGg8FgAO691Px6BloWlMBwrP3rLlfWw8ViQmmDb8xMSrj3HuEbzIEHZcS8cTCHLm/pXZ+52wGcApYPsfybZQA1RAp8dehbJ7BM/EzfuhSdSWnE8BMEbpABQrBDuqNP/HRjePBvRGNnDwab7eacjhZw6DhHqoZzbvZDrerltQdfqazxueQI60A0dv5Evw3P7zbSrkMCiQUpbpqxT1PIUpqgS2LIUuC+kVea7vE/17kWoCGXp6JVQpjy5z3KYyALINVL2QYcHIJb1VOxC3kMVuW20W/WlXz35pa/FZDaeKAZAVwmip760wphJzRR730j2UHR0TFFS9fiOZsrP/AhH0he4K00JkifHqovN74E9Rr5lNh9kDvcKzj4BP2m35Qmq9VQvbYDtcWctGjDv78QiRGrQv2G/XE9x7T4oD4IKYl03hyuDcVUv01TbT8/lFRhtFIdX71Rx24Ufp2tPScK9FmMkcZb9Kdd9Fmcp4CsJGqD4n+m/bx2vlK5vxxq9fjtSH0oX/iPjvY3mOsOEEA0qqdqSb1GkA6tr+UgcF9QZoJu4HIMrwVo6RDGPO1rlZWhFVFlcftyr94JKAK1TLcKSgE5x0wfod6onIMMwa0xbqlkgTtFE1KoqosFXQdYVs99Yslyw+XkhO4YugYlj8OPcQwkknzO7H+mNr36KeaUSjBRDLnK7Q/QT1GXdCOJJ+j7kFWso4p28x5g+AaDho4C3dTPls8221+NNRbynw10nseQBa39MXz+Wu4TyRkCoH4st5YU0obdGA46Oeanrq6Rx7rXHPdAWRtDPDzF41OEdY19mVQy1Daft15o20B1HsH1YoXxEY/Vpsv9eokVJRYzhOEU6iouhzMUJUW/KRPeFfFOmFzVB3/R3WnRrX921sG+IBsMBoPBYDAYDIC9IBsMBoPBYDAYDMCdEotoDPPyrr59eyuyp/pM3/81ss2xOpWfw9N+ZaU2QhHCBT6bM7cbx7QvRW1yhe/gM3Ey/JxeMnhiSXoGdDAN8xOsjK04QxSgNugAQcqan+xbyKaPJliFOtB5SPEtB6DxcJ5gDgkHaPZwJDqm3PE1CPEQZt3n4guDa7hSgObo/4XqdY06WEcfHvhARwHS4BE4uMe94Wb7BvKdcE/3tMi0vwh8am41QBm5wh8rWlvXqDeYgzMkpkRIwRrXaH2j8nl1u8Uh5U5wRTxlOqAFmylcEXg8qNT4rejncKTxuDoWl1y26incEn03Qxa9t/LZOdd+t8BxcK64FXU1fyF3+ta5jm/GHy7HIQrUJwnTba4oA8gtKMP4UevtZvso8F1YKBNIDiD9IjUK9x7Kfyg9WGN+2tvR+FrAAaKBiYVyjrBZT7+vY78/reFWwVXswVDnmj/APBbrmC5WzzN8YISV8eEh5q0/V5sucf9zuFXQlSPqVwJY3snhon0Gqhxyhu4ZVrRDLrB4oDL1X9fL4O7C4hHdU/CHsD5sagbqOkLQClf+lxXGnsELlD2Qlu6/Vv1c/r7GJ58VfCZwZf4az7gIEjA+H+i2NHmuOmv6KiLv2bbe8gmM4VGrHbrx6Bg6Ftx+Xzfde6d2XOI82Y6OHz/TiRhwUkWGfjD4nBJLlHXA8uG9YEw3nQ93P3G5ztuDjgCXc18sTnQ4KjP/ga4dvoLbROjfK2VP5fcRXIH++MVQksYo0PG9WGU6KyWB3N3VtUe3A10b16U8izKb4lrtEh9DH+OcKyPJ5dZblAd0NssRtMTx7CfuaLOJcdC+rg8ioZyDkh2+GznnXBHBBQv9PbzSfD/7gep1+lAD+PBnkrcMPzUXC4PBYDAYDAaD4d6wF2SDwWAwGAwGgwG4kz8nzdTEp/Us4zd7yC2warj7jkvxsVlhQug0EM4oVdAxAcI35g9FXUU8PgANwxCQc0kvsr5oRLoJJAtxVOHrq812+f1Tr6xr0HEMHXFYTRtd6BN/Dy4Tqz1RG8lQ+0kP7A5VOeEEXAPOz/3MI49ufMozh5tGijprPBONQsqDwSLBNZYQD0VH3BdRg24EqudPOueb7X+5lAn4aglJRhsuGwcqUxz7POLNDweb7Uf/Qsdx5WvW4epYlaN9ruOjsa5HOU65W+8wQVkEHU/KuF4e45zzAjcKSCCClW/UXndeSi/ooLFGwAddWHjtJlwoctBYrUvdvyc9cb5zRTxS3eR9UHNjlG8JSUEbVGNaH75zF+ZrnStbq89OsLQ5btQ7XQTg4/YD9d+okkxwuKfxuUC4hddk2C5Aw1JRk16rTDcpVlvDJWK/JwqT1OkEsoX1IepptF2i0oQ7RrEDF5IZJEJw3xg2EA60A9nSDBItSDKKPuRnLe3vJPXtOJy0vX+vSYnvk+KHFOXXcDmC7K6JefK79JtPvv9+s33UUtv/vcHXm2066/yXn/3nm+3b5mCzXbS4Mr4iC+hDgpazs6g+l4fqEx0Ea5DiXg4wVjEmKUNY7qvP9V/rPKNPNN8nkOxNTyt6EBSvfUWHoPpwEBg4uITSSDwfBl+q/qYP6uVtPCelGhlCSSqmMi7CfbN8mR5TnqSFEs38SM/zYPbh/aZ/pL7SAbe/11Q7vpxKOvT1l3ofiG7girRAvYb+3O/J//AM4rzyfiX5xGBXMoxnkFLsQNKUl5iTMFYLuFg0cAz7MiUgzabfx+enmPuH+D3eEnvf4B9UVfA+0faevAbHz4/x/oU+R3UGnSuSa99NaPZY8w8lSfmx+gTruzXSMdPn6lwM5amDfUE2GAwGg8FgMBgAe0E2GAwGg8FgMBiAOyUWzJbnx/h0hBxyfOJfhzDMB12y3Mdq+KlPeZKSWByJo2lfkmaGJKGoXxFbtEn7kCOtp4yzHlbyg2ZeD/o4xq+e5Eqf+QuPjofDx562sx2slh7TfUPX7lyoTOmujm9kqjNS7vkOVgdPcD8H/urvvFvfFsQaK0/DhcoUXIHymM7ch6IXiMIfFirXR/HFZvv/vvq9zfYeaCVSty04Ahz1/HK8DQab7fmJ6qpzBucKOFTQmDxH21PmQHlBY662Xj3RteIrUF07cDUHKLdwzrkGnCjoJuHJYnIMNowj906ylOaD4812in4awG0l60OuAveS+Fo0O51QGHbinHNrjIUcbjAMlSnxe9cE3ZeDhv4Oq8qXaKMmpBHb5BOUWNDon7gsfKnM0x05gXx2pfqMQ9R/pnsKezrvyfFws30xEk0XRfVSmSREmE2mulxhe72Ak0nuj9NgBcp5AIeKQ7Xr6hayMYzzdVE/5sHCuhD33P2+6iWFy8NxV/XdizQmfrF64J13QRoXbhzrMd1TdN7Wv5D8oRxLxrUlmuZO/MPjX2+2R7nmj5+2Xm+2l9CAnPR1T1/uaxx99P2zzTaddZzzA2aI21tR8Mmt6pxSgNYQK/bhYkNqmTR2PKFEBfsRPjL8WD9Ibuufic75Dk1UGyUok+cMwfAtOhNs+ZYWMXyEcskFz48+nvllpQSE12sgAKMFx4Osiz4Oudv61bva8t2FybXmhqNPJb2KGpBPoEJaB5pDl2tIjBqcMyv9hDKEJSRdLc0NCZ5zbQQQXS00xyxT9d8lZFKNRNdrvcEcswdZJiQgRY8SC7+sdM2JYf4Tjev71/wB5t/39SE0/Td4ju7hncuTBeqcDKShi1g68ENNGPY1fop5BYFgrWvI/2gkNVKZyr8iYMa+IBsMBoPBYDAYDIC9IBsMBoPBYDAYDMCdEgsakKfI7eYKznynfrUuP5tzf/eNb069OpBkgPQTZRUM/ognf7Xcgiuks2NQ0QjcCFag3+EksXyk47u/uqycWL9JP1LGet4BJYtP/1kHlFtX9de6hek/HDQ6U6zi74NGoSEI6fTdpHa/c851X8Iw+7nuiXKLzntRDcESQRUrUBMnMtu+LxgOQmRw2+9Gaot3t1rFGzCsg3TT1KfK0z2EDiTbHB10PNul9VZ1k0Mek+6pzpupKLRgziAC0ICQ79CdotoW7F8JXFWKntqPriqUCEWZKNxiFy4RLAfOH00gx6GUAu0bQSaS7fluBLw/uscUkPYEU/WbxoJL4OHOsPRXHd8HJLtuCtGLpM0HkFL8OWh+HvNPJz/ZbP/nvV9516CsghjPIJdBKEd6q/2XWPWdznWvK0gygq7q/zZQmRjWwQARFzMcyZ/PyhQdGL+ZXYn+53hh0E3c0fXGZxr/zYXOuXRq00VQL5F4DRo2y9VCpHmdc27dBTcPerzEYZPHkFv89z5WWaekgz9cZPE4vtlsF+vDzfazUNKNAaRA7VB184MfKlTmuO2HyhAh9Al7LY2fnyEQo3GleuazLMXURWcIyipWcLfg/sVBvbPJ8rDe/cE553pv8TeUg6v9pw/UFpR0FLgcaXA+U0mhs9wRzI+We6D1vfCRyn3s0XlB++l2gaHt+m/1h+YcMsyduwMf6hC0da4/mT7bbP/d1reb7T99+WSzvQM3mKVToQrIi8J5JdCCf7uGg9FcFb14qrZ4e4257lT9MU3xfLlQhRZ9vA+hzjrv6sNfWu913XlFfpbQmWNW7z5BOQ5Dchikw74/P9YEkMNVwgt/u4aL2EzbKQOtIr+PJ3D8iqb173KUdPU+H222Vw/1bAkn5mJhMBgMBoPBYDDcG/aCbDAYDAaDwWAwAHdKLPhpvZHCoLsHLqQH8/dzUsb61D0/AgW58lf+521SLPrN8PsV6ve3BQa9M/oINEIbqzNT0s/67RqUZxMM8PIYpvX47eCRHxRCquL2D3XfXRiOFz+TXCDvwDlhDzTCSNWe91QfzRUCTm4p29B1acbO9sm7Pj2785XO23uLQAs4JNC94/YHqpvDn4Nau/rwoJBt6KLS/4dHf77Z/mfBDzfbb6eqvz6y6Hd25YzhnHNfgHKeXu5vtltD0C10YcF/Bek+QUeLcA5qfQBJAejFogMHAoR1UCpDKY9zzhWQ1zTxtxThMfGt7rWJcVDuoM/CcSII6v9vS5lI+436ZXooWr4B6UU48qUQdPsgcsh5Vsei5sIZ6umtXADc+sOp8k5TbXcNiQWDZ5Ch4LlYnK/k5nCNledvW5JCOefc//jFzzfb//rqo832hUOADqQUEcYtac7dPbl6JJACTRaqj72OKFlKhEpIEDo7COipOCUE6ONcxc7V5wskKnSOVKYccohnH8k95nKCtsP1KAEZzzU+Pt5XcFIK7n+15z86zsZw/0GQ1PpK5aN0iLKK1oX6YPTm2n0o+k3Vc+C5n+iYXlPtkhaQFyDAZSdEOXqSbTjn3PuF+heDGna6ar+bQ91rLEbXo589OQODMaAQWElV5T2nkGXhPYPL0J8LmnAw6WBIkqbm9gpyiN47hFvtwGHqAAFJcKLwpCS4B94nZRUMDXGu6naB/Xjmda4YIAYZ5lLz4bqNH98TxVRj6k9uJKWY7Gv/kxO5u3z7reSGyQVcrOL6dw/nnCtabO8t7iRnul4Ol4nZQvN0eQU5JeaFcEgHDYS8wLki0S246VPM723ffSd9DmcNSMsCvHN1zxBQ85CaWm3yHYUSmgiyjelj7fdcqFCv7SuEZDX9Pj78uN5Bqv9rdZyCYWknmPcgqwj/4pva8/wW9gXZYDAYDAaDwWAA7AXZYDAYDAaDwWAA7pRYhFM6AtSvNi2X+jye7ugTeu8VjsFVqitu4zEonV19su+9g8k+6J1kqOOjmcqUc6Uw2Hif3tH26gBUHOiIaEIayqebc7hSOKz63gWV+u5ht/aY7oE+/c9KHUND9MaJCp6VpBB0n1kflM0ul/r69Tr+WHXWvtHvZydYSd7V/tU+2prm5hMsTb4n+oHqg84VKe1MgLTQMU/6w83259eitHp7vhTgp8cyhv8XT8XtXSEQoPdadbXzSr/PuwhwGWr/u/9c56E84+hnoF4hkcjaaqPWa/FY68RfeZ6D3qE7S3Kj89K1JEIADCUZ+UByC4aRMDAmuYbxfh8r7CHbiC9FxafH/krm+Ewrp0vIf8JbtWkD7ht08ijhXNFsfTjl2WqoXQp0wt1Q1z4vdN8/nz/dbO/HuqdxrnJPCl+qVYDbbIIX3O9qfL5H+MZsonO1u6rnyVTnnYGmp6vEZIVQHxxTgKKPsJ/ndM65ONHk1e9obrh8DdkI5CBzuFu0EWrw7lqypWwKec2t6nt8CJeNucbpXxRyCskhnQhCn57lpFGc6z523tEJgUEScEW41hxTXvvShvuAsooEEz6//jD84ff35FwxzFRWhkL0m/793cLVphOqH3x/T05H/+pA9dz8teaA7gWkWz24iBxAYgFqvYAjSAxnAcow1pA2Fl1/7s8ZJEG5FjQnB7/UWB29gCNLH7IxOG60blSm2QlCShg4gmmPoSF0xokroRPJGM4aoOwpTZjAjSCca3+nj4Cu8MO/9TXhYvGkp/n7n0zlgvPmUmOtOWGoj87TQN/Ho88551yJ9x2GiFBMRSew9hvd6wKykRDuM3xHoVSDLiKedKUFCc0rbU+bvhNN+5wuYq4W7BOdC8p8dAydpFa77OPa7r5Huz+i3ALbcMDg/TjnXAvhOCn6/+QFpBRwbYngjrHGszP9o0/cXbAvyAaDwWAwGAwGA2AvyAaDwWAwGAwGA3CnxIKrb+nIQEkCVy9G8/rwAkoekltwE865dKCL7HwFNwgEL8SgCFYD0RzzB1xNW0/p8Nq8n3Svfj+ZtTL0qat0F8dN9KPRXPTb/qPhZvvmnX6wAO3VXOr/JWUPRt+vdZ54CMoSDh3JLSgLSBOCpV9WcjhL1BlpTq4kT0h9YaWwa3z4/6HoVhE4NcCzUDTWP2wPN9t9NNJlLh4xbvp9heAK///RH8iZ4P9R/t5mO4QZewgpEANc4pmOmf0YARg32n+o07t8h/ICuAw819Jzyiicc85hLDQyBJzs1K/E9ZxDvEAQUIpN9g+VlZKHZo5OgG3SkaRdnfNlFasDbTdy9F/cd/KtKOYiolv8h7tYJA3dx/NY7gkMDXmZa+D+87PvbbYf9mQb8KStfvbn88feNeiIsZuID6V7Cl0mTo903gWcJPYPJcm4gjPEEgEidKWIQ/VlOkYstrhTOOcHityMIIXBYaTg033I1Rag+PuQbmF//LH6WQEpSetUcpUHAx1DyUgn8g32L8ZqoxLDlvICzqcM32nkcCn4Dv2GMq4OuOFvc0lOHqNrftqGPGv1/c32YUv95ufjR941ltAPvENf+dtHr3XtXfWn+SlCc8J6Z50ITg/lc4zbPgKj4EgRTuHaxHCant8WS9DU3de6doRxm0K2QNkj5zSGjEweQZYGmQN/G0/xzEdYUgnHnarEku8P8ag+RMVBCUBJRjCCnmGL+85dCF+pz+//SOOZoUNduJRMEITE9w0+q4OKNGH+CP2ZuT9bunmGciSQMWVzjf/FY+3nu0QC56vZQ52T0ovx9+G2tOP3mwncxjqfa6x33+sYBoXwOcrsI/ZxSjLa13DoOGW4F36LuWP6DDKsud9vghWkK204j32BMJcj3cNyn+8COu/46d1GbvYF2WAwGAwGg8FgAOwF2WAwGAwGg8FgAO78vuzJFhD80YRjQvoQpsvfioLYeSVqIm/DVLuSqZ3CSSH7oWg6rpolDZz260NA4seiBcsr0fSefAJGCGWL4SAwtkfxaGztnHMpZAyZFrq7+XuVexbqvI0lqLWxCrLGSvfoqr4JStBKrSvQ6WDlSe3k/gJ4F4F9onE3KYySPt8IvWgusKI99h0Z7gM6BQTgWzL8f6yDFbTDQlToFDcYoYHPl1jC7ZybpqJPBqDK/95Pvtxs/5u1KPgiAQ17Bur6h3CDaIFySkGnJZAkoEu0zkWHlTH6eMt366AkYXWke43hoNEEZbSGVKGRgRIba0xRglS04fJyrmO8ld2QapCOZBmqiMZw01ipHGULYSlddDypIv7aeJdJSnELi5o/LZ5vtruRytcK1HY3mY7PSr8tSgzwH/fFHc4hIVkgDGa8UH/cbatubyGrortDGMFlBw4VMehShlOwP93FEp/uS+rwdnSo680oh4LjQa9enkQZwAqyozCBa9CN7u3dukKJ/yW6A59LXtzCDQLPhwkCAXZeVaRHf4nyUuEg6+9AlRPsK8NIY+1Vrs75HHPdv2l+vNk+jlTH3VAOOs45d73UeR/DaaeLcJFBV3V7E0iGQcqZbkEMxlgnCE5pqy97o3MKyVMMqUElYKb7QE408wcaR10pS1wyQj+dU3KF85yrT9Bhis4JpNBJvy8OIf/DTTBowjnnUrhm0AWDIVidy7L2+NUj1XFy/uFuS+mJ6vm/eSM3g7/z4Fsd8zPVXwhnjfZFvZNE6j+mXHwLZw5IJVv4fTPHCfDCMvkE7jgIIEmudUz/FcI3oAriO0MC6Uo0xXMj8d89+A7ROa8fh7ffo9OI9pdJveQkUld0Bd5p+E4SD7XN9yq+Z/L56Jxza2g6+nA8C2Zw/rnQxaefSgJZwMXi4M8rtiMV2Bdkg8FgMBgMBoMBsBdkg8FgMBgMBoMBuFNi4YdmbDGqvsAqbLBuDBZYHIoK6byDrYRzbv1Avy8gpQiw0jDvgAbHF3Fer/hKMocANBFXCpPSauS8FlYK4/zpjv9Zn6YK3ipKZKw30vpAFcoqyg4MrOGGQaeQBFn0Xhlwz8sjXLcSFEL3DlJcpINo6J216yn48nZYX5A7sERYBx0IBk3dVLYWffTjRMb9P1sr/IGZ86vC76ozSCDOR+K1GKhw9ESr0i9DuBRE+m2BOi9AlYOtdp2Xol7TI7gJ0GECdUaHCeecC5ZYpQ/5RRmBtmTwx2vJhYpTUEM9UOITNeoa58n2xZM1cd1wqLpfPQCPVWHQ43Nde93F2L5G0AoCSFLQnNErtWOZ+iuk7wP2CeIwFH3KIIijtvb/u9fPNtt7fd3rScenXq8War//7t7nm+3nXQVUvBoOVCb0iQiOM+yb3Y7qZpVBagN5AmUVkyXkQQgZake+LIJhKZRrRHsY3K80vryAH7gfLOa6HonT8kr7S0joGltkHyVCWjj+nHPOZfVSjGBJ9yPMe5+prxRTtNF3cM0Zg+t9vdzfbP+kLYeJJSpn0ESdQ5oTN7a75rAtJ6muF8BShM46nFe8ECbKE/gsm1Eeg7mOChoMjzXke1nDp8M7LT0k0j04ASBsooSMy3MXgWRicQCZRKb9GVylIgQ40AGjcwnHDARELPcr7Uv3A2zT7WKhJnUxnucJQo3W8d1uBHVoRKqbGcbIf/3lDzbb5YEqvf0OQSEZ53uds6du7Zxzbvq4/j0jQ6gaw8K88mFMMeCD0ob5MYN4UA4EccQj9esZ3rfKiqNIH8Fa0Uy/p3Rm5yX6NUJA6P5Fpyyo3Ty0bnRMjv6UIAAkGtf3y+r1eH98RpaQ9nLsLAccB/VOUpvr3PlXg8FgMBgMBoPhbxjsBdlgMBgMBoPBYAD+ChcLbRePResxI7z9HobPeN2ePxWNS1lFtuO7IpCqoMk2Ket4jDAN+m6v6k3yey+x0nWPWeD4LVaFelINfHGPKrnxa1BRXWaaP4cDBJjlvE3+SJvxNVcEwx0Ev21fIITisD7LngbZVZDm4OpR/ob72zeoWNbxTmVZ7j0wKUTzTxBu8ev0AY6Sg8BsrYL8aqZjVlhSPVz4Nh03t+JuyMpeTpDmQtoXFDJpx/7X+vEY9EznEvVEScGgnv6knIEyBeecW52qrHS0SAe6XvudaOZ1T6vv1wmtRupXFocXkoA0+6qndRMVg+3kzXCzXQx0rer1wmtxwPmhBk8zo1k/6P4Ikozakt6N+VoDcRBIJpHCSf6r1clm+2aFegIFzhCLr24kUXHOuQIygX8/frHZvk1Vb8slwztAOWcIj+n5bfxbvLoQH5yl6isMB2EgCOVBrdiXpfCeHiEI5XWplfXLE7jmoL9H79W38seQ42DFfDLUdt5DsANW66cIFjk4UB8dTSu2OQEpY+3OdkiT4hpPj7V/V32rsdjuqrINk1JlKauaob/EwOuQcGTZ4tJxu/LHRRLoN71IZTxf6TkXoF1Znw2EekRwHVkeQsoGV6U23HQ45OenmAtwzjD2pUm8p2KHQVT6TeuWEgE8aydwToDMcfpI/YlSCFLfqx08d3c5OeL4pT+HkfqmBJIgxe8m9XNgI90uj9mGJiQWGUKlnj9V+NHrt0rcSPd0bUopEryftM79/rvc19zPZ3K6rn//YH103tc7nlCaw9AWtkWOOgshj90WUOKcL4dguEvvveq29V5zwOyF5q7Vjvpm+1LHd98hlOOZ+lAL7xss0+KAnQXlqbyp8l1x7UkdcTLsj2YqUwK5YPV9tAr7gmwwGAwGg8FgMAD2gmwwGAwGg8FgMAB3Siy40jJAAEaBr9jpoN4gmhKJxalo9u6bij1DgzQCV/tqe36kYrZuxUF0Ie9gmMPyoN6Vws/8rqeAKC+ouhHEQ93T7Y8hYdjh8mJtRrfMu6eUAu4goP6jKZwxsAo6RGDJAnILumqElWql3CWe4hqgZLh6OZoy4ASU7KoSLn8PjBD88RdTUVQfd0RdNVHRdLr4V28+2mz/5AQh8BUMBqK4bxAM05jCdWCiSkiPQKv2ScfRvVyblLhMn4jCzRBs463Kv4Qk4MRfuksHmAISl9Y5JAyQcTR6cB1AGzXSevpo9RTLvNmtcXy+m2A/gipiP0ijkUM+wbGAcoQj0IheFgn69XcIfAhQ+B/FCo/4k/nzzfa/vlL/eNqVS8nXDUkpxkvNN+sKhZ6uRKlNctXJXqy2OBqIRnz3UqEcY1DRP94/22xTntFqa7xQzhGCfp+nKkM70fFRJfCBv3kzGeg3uMaMrgDXkFVAJhGDsl9Ndc8MLuB8uO7o+Icnw802pSuUEzjn3MUSK8bXdEjAMX+oax/8Beh+9JvmldxE7osIvHQ/lOSn1VB5L9EWTUzSB5HmkQ6SpGa579LRj3TeJRItTltyUnjQkdTpZVtBIwUcj2KszA/hapAfqz4fD4ab7ZuF5tJlCzKHNhxqou0Si96h7i/vDDbbqx0+I1Uf46dqsO455g9ID/kcXe7VSywp2eOzZeVrXbzgLzpUsHwJnrudc7Vptq+6iS4/PCjEs31ZqVwXYz2P+E7D8cJQE4adLT71pTkNz91B2wxkoUSQEsrFka69+w3DUtC+7xDUNtV2uqe+0lxRzoD2avhzI4aCi+aQn/Qg0UDQFWUVzRzyEexvoLP0zvTcTftwc8IcQQlo+7pehuGc36cWx2qMEO4uyTWkSlscp7Ke//yrwr4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwN0Si13xA0/2RR+9vhVVFoHSzrug7yMaWOtz+OR5hYKgOTh+07pAMEFbdMESSxtH38eJaGgfQRoCOQPDM9J9UkAMb9AxXHVaLWuMFeCNa6wGRx1kO6AIQGHS3YIUDikYb2UrrksjbTp0rAZeUT25BpdCty9FO0wfq16nD9QVwplOFr7ZLnPYhgJU+UmifvOLieQWt231g+NYxzzdE23+8/c6/vmBT71+8V6r4Ds7ath5rvPmCEtwMGNvtNSvc6gh4ls4OEA+sdpV+7LPlXBtyHpyz8g6lf93ohjJSNcuOvo9Q1uiMdNg2IdAe+1XXAR+ex5PskSqi/0SVG1ZcWqBVCnvqXydzyWPyY+1cr+5hFwlgUzkO0gsbkqd62crtC8GBunx86WkNXSMCHqSS1SLUSxUJ7++0jVO+qJoxwvxyc2exgslE9crdZxWCJoT0oPprfriCPKJBgb0YqW2uJn4y/iDWL/5/sPzzfbj/nCz/bP5E5WvDXnMDPKzL+ESAXeF5EZ9ZfZ9OIjsi2s96UhCMMsgzyj9Pr5ecck5NuP6bTpaENlPXtTuvwuUFHQwcV7m6qc/iOQC8nWOUClwt58vH9Tuv+t6Fyu4u6Bdm3CWWAcIg8Kw9eZ49I9JqnrO0efKlLw86P7Qb4sEgTMjuP3sqgr8wBK4H8Rqbte6VAHjEcMVIF3rYz9kWAx/WA7wjtDxaf0OZBxLOBgknsuGjk93VZc7b/XcWLcrwTX3QPQZGqOP5ypkWCefqx2nD/F8wLw8+ExzR9H2XREu/5DyPARufIv5ADKM+QlkWXhfobvD4CvNNyWeG5SEsi3KEDKHt5BnnfohGZSv0pGEKI50fzx++LHapfcWoUYIHKEMg+5llLpEkIOGcDxZVqQ5WVv3xPegvE2XHkpzEZwygQzj9m73E/uCbDAYDAaDwWAwAPaCbDAYDAaDwWAwAHdKLCgLaINGbC6xIhgrdL187KE+XTNYoP3WN9Ief1802OAvhpvt1bGoof5rrEYEpdB5q8/9i2N9jt/9SudfIicghTF7NMY9kOpiSIa/ONijx7IeqIBF/UrXJlbGeg4V7Xr6ma4UWAju0cQJVrnSnYIrW3/nXGDm5qeqMzpatK7Qviv9eF1spxq3YQ5X88NI9NP7QDKEn3Ze69pISHnSFe1NQ/4/Hrz0rvGgLXrt51eSYiQn2n9bqm/1T1QO0uDpWjRTBHqRtN7sIdpuB7n2D7FaH8bqNOF3zrnRxwgjea7fPP5/oc4xRtI91V8w1/WiGzllUD5BhDBE99wzYvTFkTp8VQoRvpWUpThWe60j0MRd9aFkBDnDRBXYPPQDOu6DJai25VrXmCK9px+LdySlXYLirzoseEBQxnym8w5DDfbZBC4YWBWdYrqcHSJUJlR9MgSkAeef6XusjD/QPcQx2rftB4XkCCyZgna/mmtuLGaYKBDWUXThOoR5K7nS/TB8oDnSedLd+r7VxXiMAn9yvF4gIOUp5vgxQlfwrLj4IziIfKHrdV9+BzcCgI4WDJhhjzjL1a/nSEviXMU2dc65XfS720mn9ji6W5Rw9XAIAaFlQbpTTzMvMziCUF/HbQSFeMc455ZwSaF0g24BdKiIEA6yQhBSOsB5EHA0P9Yx8ZTUNWRpmA+beI+IR35ZKV+jTBJKOU+uscZ5M4QXhWPoEe6J1ZHum32zRN3efh+uSHB5KGIdf/uppF6UETjnyzQp8fRcuk60vf9LzQF8VtCNa4T9/TdouwP1ZbYpHYiuP9XcFlaq7OonkKlhCGd6jLoESsfZw/rvq5Q50PVpNah3TuG12JVnx/VyE+cq72l41+E7G2UclLfQRSy5NomFwWAwGAwGg8Fwb9gLssFgMBgMBoPBANgLssFgMBgMBoPBANypQV5D0/Z+Ap0Nk+AS6Hqv/+q0reUD6Yac8zUj1B03oXmaPJC2htYi1PdEM107hWaGuuHWJWzR9pEiBd0L9TDU6DrnW9oc/plEMNe/h4OYpDeBtdgWzQy1rt5voS+m7prHzE6R6uZLu108hu77GnoknIpasia0Z8lb+QE1DpHSdk+U8DXbD6Xru11JWEZLpcexhE3/4Vy2VQGSy44TX5v44967zTYtt16PpS9swtIr/flgsz15oAYIoEs//beMjtNmDHukpeTOLuvD6ucLtxXUnHPsZH3VeedL1UEZ6R5KaI3LjsZBAV1eEzZN6S70wdfqFLSkI1YHvrVY3jnZbAcL1VOjktalgtTrfcvRuHb/XSgqqXe/xbcL6ZknqTR0s0z1EcDSZ4l+vdPxxWsLpDYWcx03DqE7pr4TfWiN9LIR0vpyWJ7dnKntGgsMbuhQs4XaottGehsSIZ3z598hrOfqa8m5oKP2KqCdZl8ukJxIveQaiZ5MHywxQaWI/3p57c8LATSc+QLayXl90pqXKgaNpCs/fM0DwflmXqpv01Uqhk45wWRMe8q/PXjlnXcOj7p3M7VxjAcYNfGe6JkSZA4j3HaYqBx5oXre72rdwSjR/NlIMKdXxk0SI20u07mmz/FMuMKzes51RPXrY5iOxv60hIa4OMaapZv6ubQKPmNTpOfxlvpv6+ee6EJrHhrZ3VrSWuyqnnr/XuNrNdV2+xLvCbil7kX99ai/dc653lv9aPYAYw8S94NfcBEUtbLaneB57mm6Jzoob9e/zrFMrSHmoXal36Caqbem9R911OwrtHOjvjqc66SdS94b1nAhAXD4ffVxJuk1K9XNxL1GwW0dw/VanOuSG4z51p2vwPYF2WAwGAwGg8FgIOwF2WAwGAwGg8FgAO78vkw7N1oftUb16W87r2mbgrSXrqiu9jdKSnPOuXwfUWZMgoEtVecSlPhK12jdwhrngMkqOiVtSdKBtkkJEtEEKVcH/jGUPVz/HpPPaENTL6sgzUSavfemPjGINjK00qFtSvuqnp5yzrnWEG2B1CrS5t7xl/CRuYGmIPnwhKIMVOwMNOeX14ebbVq4DTPRKvOljl+Otf2rRNS/c84tYKl0Asu3Wa7y3u6JulolSPo5BH/0+WCzSVqPbKln9wfZB6kdWih1bvw6jmawugKbxoTJxmyBY5DOhfZqptoOp0zqqqe0vAS/K7QvAHXLb66BtD6P7kbfZPreOoZ0o4mDvgNVPoG12//z9ieb7f9wJtnNI8SBnZ1LS1XsqW6YTjee+FPcGu0XdDVHpUP1tfgKCUxX9eP89nvqy5c7qvP2e1h0oSkC2NB5tos9lbW99MdwPNR282eDzTZtB0NI3JKvVX+kQls3OAZJjot9FWRxAvu3K9XrL/rqiyUTQK/9byuDb7TdwPhnGlY8rafKWU+NZVZ7zH1Bmzem4SWo2oehnkFfB7KV9H7b9HUBGRrtoKX5ox2ovDNYxjUgx1nPaaEHK74+Esdwrb2Oxup0pX65RhpoCHvAZqWslHqEsC9sIA2vQL+Znap87RvYhlE+gecRbtN7xsV4dqaw1cr4bKrILbpnoOZxGCn00QtYreEa7WNJksJR/fx2J251I5RllkH9M5njNu3BVhISN1rSOedciud1g3ZkoPz5rKGMs3NZLyddY56dPlT/6L3WoC86TG+EFBNlpSzCOb+N8xbKjfHZvtJN0A5ydkI7PPTxGH0LKb4pJJ2LA9rZMQV5S/Kecy5v10vFEMrrMA25BNLcJmSBq0G99HBz7J1/NRgMBoPBYDAY/obBXpANBoPBYDAYDAbgTolFjLS5ZQcpQfgVV1qmPR1ftnW8t1Kw9FfNF1h5mbwS37vu6LjyVDQfP63zelx1yTCb1m19ihFlGKR9MiTS7X3u031TJKeRbuUt9V6BXsB+ug5kW2qdlEILVFcGOocUxHKvPpnGOX8laRnR8QDSjSFSoE5k99FqnKpMZ74k5j4gHfkWFU16/CQRF3K+Er+VLusr5/XVwPv3MtdxPxxcbLbpLtAA9bj7UNebIEGtcaBjuu8gHULTk9ZrMEUScgnSOZQgOOenRzFlL3k93GxnT4/0e8gcGgVtXnTB+BaJckvRXiuMlTWT9CI4YMAZgwl+zjlXOlDtkDkxjYkyjsZ71X2xAM1ZSei7D5ieV4Jv7bckx7mY6f46He2fDJEitQ8ZwcSfbyiRKa/0t+SWDYhj0B1nTyCfwv1RisaEzZ2v9dvhD3A8xyDmkaoTTQ7DH1K3TNXiiva8s8UtBSq2GImeTOskVV606hPempBtMBnUOefSXfwNFGswJjWM+75VXw4WGmzfxY2gwHeePgrZaui8Xcz9AwzcHrQoV5ko+5MIMjPnz2nLApQw9FfLXP13jcTGFmQ3dL4JZug3DfXf+Q4S7NgXp9q/CtFfK5+5FugTjVR/jNH3d16qDsbPMHbGcPi4rXdIiIfqqOOPJI/LoWNpjehAQGmHX1Y+w/gu0XuPet3DPSCtL36D94XobjeCOtAZwXOZwtihRIhOEsECKZmPt1978AXmqKeQmsJZKoa8cTVQH/QkeHgmIPDRxXjWLE7g2tKBRAJzVedclUz3COecu/kRpH10qJCRivds6yIVufctn1naXh7DRowSRpx/93Pd0OpI/YnPJr4D/aZM+lvnHH3loF4yES51DFNve39xWXv8pgx3/tVgMBgMBoPBYPgbBntBNhgMBoPBYDAYgLt5CbKkWxalkzKh20JwK81Dc6Rv9I3cX8lcQIqRPRrgD1iJO4OJOiQWeZfSAdB6WNW/Guj/ACGov8z7rcM2nSH8z/pcWZuAKmc5WB9LuGCUMWj2S+532F9iPyhSXJcraUOaduc+pd3gv2E+nndBD4J26LzE8s9U1EtxJgr9vlhgmXNCfmYLzheilcoUNwiqMBv73NwYxvqTnv621wJdhSCOKWQVpI3zQb2Upfe56KP0hc7fQJnWZHNAH81OfJqHDiOU2rQfDzbbpJOCuTpk0YccpFPvKLImHTZiOAiN6VVf0VW9JMM558KJrt1AyACptbwHqvcPXui3/7Uoz2YL9X1PMNiB1HWK4IQCK/lXK5UjnGJF9RztFfjjIhhR7qVNyhMYOuQ5UUDaEMPJZyEjBLeLwBhvhT/kat5qfVyXUijnnOvC4QYKGbcagMqGk03e0f7OOd0BKI/R/h5o4hzzMPsyaW/KOYpKV9z/pfpU5xXmElzbk90wEGGiii3evHcfCsofuB2ggZOG2n2Ovrwqdd9TTN5Bww9t4Xn3YpWX/fRmjaCrGP13D22BQJbWGea6W8gZT1TWooADwQTjYG/LA9k510RgTIn7DhAeM3miBuQzZfJU++kcEMPx4Or3dJ8FZBUM9FjtUM7IIBi/rAyDoESDbg7dc91PPFSHpIPOd5HmlId48F9rvuqcU15Q71AR4rHWe4u5deaXowzhOnWtv9FVaPqR5uDQG5OQ4HTUSAnkK/FE5+zd6IVgdShpA+uS8roy8OebwZeL2uNyXJvSiBISvvkTzN2QpURwruHxfF+ZvtD9e64f6CvtijMUXTYWh5A2oS8PfjHcbN/8gaSelOkksblYGAwGg8FgMBgM94a9IBsMBoPBYDAYDMCdEgt+4o7G+nbd/5af2XGyGfhI0Gn5yUDneXPtXaPkivq0foXq7FOFRNBUOwT9wU/rjTnpUpSDq2yvIbeAc0WIxctVGrF9pfKNPgb1BakDpRusv0ZZT9uScipAsdLRov9aVND0sQrlBYh0fLqE9RRASjF9pN93sIAzHmkl6ZpuBE3/vPfBOBfdwkCPcar93873N9s3c6x0zfB/tpBBGn5XnZ6LlvnThe7pp4/fbrZnMzlDFAhq6A50f8t3otZIF+YtUFHo4/GQNJHDNuU7XlFd+5JBDbqncF4fisCVvOEcgQBY7V8i+CQbQM6A5gqx2nyNcZb21Q7RGDSjqwTdoA/RiYZuBBGuEeyJxipuP9z9JMUgLuHQnxX1/48PAtVlASlFiVXz3f7S+03+peoqwK0vTuolCZ6EDHMDXRsotwiXXM3NK9ePf+/8Q6+o3vyR7tKVRvv7b3Qy9l/S42yv9ivdRAFpUvOZ2rf7ClT3QNfidTvvK+EUWT3l37xAP2jhZhdqlzVWva8LX4J3H8xRiaeYwF9nmGPK15vts+Jgs72ElcdlKlnFdWUQf9S+2myXrn5OZEBHifmqsZ/WHe7SBWQ3ESSFPAYyIgaLtL/RnLf4pGJ/wqYpGrX7+cxrQ9rHsAgvwKJbL5lgkMb0VON39xvMVYHuqFlRQpRwx2Eg0/+Hvf/okWXbszyx7eYmXIeHjjjynquezHyZWZUluhpFoAmKBgGCIw4ITjnjlAN+A4IgwAkBThoNNMBBgxxQAESjWQTRbFZXVldldubLJ688OrTwcO1mbmYcvLy+ftufebw4Nzli/dfIjoeJbVuZHVtrr7XEI2G+Dbof1HoH82fR8qViDwHlV5Q9cbv7UlLR4SfoE3i/4XgOr/3AkmxPcznnlSL25Zs6F/qBF46h+6bUk3KwyTOVbwFZBSUPlMrV1obs5LHmRkqxOK/wOTBHkAxdn6Z76FuoS4adUEI6hwyWdUmnisU9cldKWf1wtv5qs30C1xzMVZwDq2BfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuB+iQXokAKrb+kMQSyQrx0+Eb1VMHDg6a53DOn/AJTJ9IeSVUQj/R7daPnosiVKl6tml2CcufKUdFCKleCbJBJbr3w+iMEJ/a9U7gmopfme9udK10SKEdc5Ay0KqoGUAqmnHKtZuQKTBuBeIIrzjcUnj+AqMSQFDMeOT7QUP/7iZLVdP8IS/e+BnVgU1VaCcAvwd7c3oMcoobnavMI0hxQgjFSfpxOFjpSoknqC9roQFdUARcWwFVJRXGk931FbM2ghp9TIZ/W9/kgKyHOZyFQ+urYwRKFErv2yqzZlX4mG2n8Bk/ZoDCeYtq4bXa25jMDNIJiLloq+kTSqONTYphtBudQ1asn91FUVbnL1gy8G6neLTGWaIvijdssV9ygHVutPCnC1zrk2GNAc7RJOQfVi2DOUg+ONsgXOkxzPHGvs16SuKc/ovPfHcILQhsU2Vux7fYihI9h/C44sr9HGuIfwVPKH3htVxvAZQyFIr+o0XN3vnD9HB3dIbYKsouiqLWpTVWxBOU7x4RILogHbjf1wtNpmUMjFUlKKv757ttq+nmte+Ac7b7zzJjhvDg7+NhWFfjkFBU+lWKwOUhYI0wrZn7CN8xeQ5tHFIutSL+E/j8sh3F3m1cEw3v40DtLtuL2/VjtOnukPjRsG0qAYkPlND3SxYoPbz/q/ebyXJ7YpcwjPgGCDXO0+1M50kbSvi3TeaZ/FDuSCu3RYwP2h/saP9E7inHPtMzpwwJ0IUoVkANcROD1kHb7TVIeXTA/wbL+rfq/g9mwP0p81iYUXFkRHEZQjwfsHZRWUMBAp3gkpw+Kzr3NClzJIGPPNchDOoVsvJTGiTDdI6SSjdqR8Mqjf/43YviAbDAaDwWAwGAyAvSAbDAaDwWAwGAzAvRILzxmiqKaiSe8yEKF1Xr3St4zW3smLav6k+bVWDU9+KDeCxa4oheaZuOysJfqOtBI/zVNisf2FPutP90E5w/UiXc//hln6phz3GB75DCCh48Z0XwXZ/kL0wGxfXJRHlyTav3Gjk/qr7f16JbXhrR4FJctgjKyla29faol+De4WD0UT3Ms2dCa9WO11t1B7tbqqg+Ur8bhpH44Ps81uGmGoujo7EcVVb6AOR+D50F7zIzXk0V+APlpgZT3o9ADhGUuckiuwg8zv03UcT5queVbtnEBZRbqjeopvREsnp6KPs31Su6RUSY+r3DTbz3u+FILSHMo+ij3V65IuGJA8fR8Hgk344x3JfP6zix+vtrtbqoMJKOraW7hTtNWmeeqPi3gIqRjqiqvmc4T6xJj3SPXWYRzAuYBymgL0XYRhFN+hDDub+/UENDVXd3NeJr3beD/CNvaBbKY2Vv0tj306eLU/KFlei/Nn89KntIMFLV2wI9wqagNNjrUEQRXLNWuDD0SEBoigd9mpq9I7gfrsnzTEof9f8j9dbSehjv2k4QckUbqxRKW3Q9DmkE8ETZ2r20aAA+RC2USdLttSn2A4SAH3HUyfrr6g+4P/GAf77z2D2H8bN3AIgENK/ysdQNcGyh88xyRs7vwWEsl9BlKh3Kk/N/JcfK8I1JU9iQaftdkWXFgW32PuOdYgbv5cbZEnKscM98G5g+FdlGXma/lIRaTj0y3dCM8VjyhZwTZdPTyHJbhEoB1ne+orM7xjxAPMk3Qmiv25h3XLOY1OO/UL7ARnkynCsegwwXmS99B9oz/M9zQX0D2DMkfX9Ofx1qk6FZ3QBp/hPRD9ifMYpay5r8D7PdgXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhXYkFEQ342p0k2Vn9yxea5OJKipU/o80Msk3X+ys50V/xEbVvb8R3oPKzCDma6XuNGfMSyBZNsz/AaefcwH+eqUAY+cIW+c74Uo0CICB0kKDlZwCkjB+3QfadyUwpBSoCrTUlNcHUps9RbF/4q0sxBCoBrc9VxPF9bGvrdedFeQdmu3Oc+TBAUcgcOg3TkGdwmpmPtz2yW9ju4n6z9V67GlduP8TscDIIWpATglmqgQmup6ub6J6rz3V+prAXqnBIcOieQpoywiN8553qvdK7RM9whpRugqEus8GWYyPxIbVEHpVjzVgejXtiVuSKY0ok1w/oayrQ4lKsEr0eZVG0iyp4ykU3SqfswQl/J0OAM+yCNTdlMjbd9DqeL2C8HXSkWUBjU59VjpPNe9x3fqY1uf6Br+O4nOD/6xOwQYTFwtGEoQX1NmkOKNcI1JoeQbmB+SyG1iQaQNqToWwnqDP2meaJOO/i0v9omvd15q/2TKz8QwbvGEPx4iEfMrs5bXviBUX8f3MF6IUe/6dcl/1mUatQzuFj8sHu+2mZQyHmGJBjnXLde7cDThX5gPFOf6HT0eyNS3dxc6RrtEWh6BHc0YpW1BneF4g1kKRi2Wc+fx+sTPv/4DKoekxwT0yNQ5XSA4jSBscbArfGjalnfYhuBEmuZJm04Oo2eIowIIR585nFO2/65JDS12dqJH4BioPr0nK+OdL29X1B2p7LSLYgBGxzzzjnXgLyhfQ6XGQRf8DlOGScdHegaw3mhCalBuKX7Yf1zjqC87u4TX1/QuoALUcF3IrXLAu9NrUuEWKV8BtFxQ4Wd7SPc5lDb0bj62OmurstrrYPuYgzionyncVvddsvOZqcs5+wLssFgMBgMBoPB4MFekA0Gg8FgMBgMBuDBEovu6+oQhRQBHZd/jFWaz+U8EY8ZuuB/Kn//3xItSCPzw38jWvr0n4oKWOxxlaOojfJQFEu9Dsrpleg30qhcFU6ec9lWWVunPl1Cen2O1eeDH2JF6oC0FOoJjgzLVrXJOFcyd17pd65yHT4DxXFR7YLgnE9bcAX9og/HDlANdG0Ipqr72mgtSOIDMUOCRruu897NIKF5JWqShvmUuKyvDqa8gWb6rPNuR9zhzd2G4Apcbn6gf1xglT0lE3XIcZZt/q5tjxJcQ+tSHW/4QjfVPlFbkGZqvFfjRXVKTtCXuTIZEh/S5uMXonaDLqjQmb/6O7zUOOLkUOLapObTj5SMUz8RXR10Plyac4MKfTVSoNB8prbY6qpNs21VevRScpAU0oki99uCkga6SVCGxPokzVzDBEVZFSVaiy7qia4BF5Rb6PfkFlRyvLnfJANIPUbablzAyQfhMcsOVoYPseK7q/nQk9rAxSaA00AK6p8hRevzjQtx37tqgFoKmdNrWGuU1fKuvy8KfPOpw64mw/X+d+//26vtjztyS3rUGKy2/83tR955/7T/drVNl543E4XmBJi7CnS0KABNH1evoKdrwHSutkuncG2Cim7ZQedaU04UDZTDe+ZB0oFrd9/r4gyYiSE3pLvCCM8g9onFFuRPG/pyNPYLy+tRFkDZ0gJ9jXIQStFq177k5yEo0Rbxnc7VfQe5JsY/x+D4WaNyH8onnXMug9MDt+nmwW3KKtJOdXhRDfNNCXkGZaMZjp3vQK4WsT/4bZFC9kGXjtYVHb8gCZ1QKqr5g8+d6RO836FLbP1SOrPpR32dc6o6bqPPRXe+hDSApCtkuEoX7zeQpfC9h84rvF4V7AuywWAwGAwGg8EA2AuywWAwGAwGg8EA3CuxyEHVLLarjbGXrepV/ZOn+v2uKyqjceqvGpx9gk/nOH54AcoP9EI4RjmeIjQD7gUObHrtmejF5Q1WATdBU2J1cI77IU3hnHNLrIrkavWiCSpvWU3VevwCf0YLwOPeo9CToco63612KeDqY+ecWyC0pXmN1ee3WHmKUIi0rzqISV2tU6kPQDsUTf9x83K1/X96+2erbboRZKALo1H1/cUD/xqkJ1OEd3SPtIJ+vy2q5ybp4gBIXBKsoO2DWkO4QvgKhujH1Sb5lObU10JNsp6u1/lW5Wu+gzQEZucBgkJKhjyAEneQPIQ3us+gK+ovuLrTPnDAoAPBYtfXriz7a1qW7y43RiACXE7iN6LKcvTZ/A6JOQ/EAgkHk0zXyCCPub5iEgfGCJwnOG+tt0UTbjcT9nPMGZtkD6Qzu2/Vx9MtlTsZgraFNGf8CNeCaomOGeshCpSBtV4OVttFA04okDZEt9D5AKSigxHcLTK6W2if3lv9XsQYB6Ajg7lPebpLWHPQUqSF/tiTDMYhVCYfqJ9+H0SoqBR2C12kZCQ1tdFHbTlovBpLytOLNS5Sat+cc2OkJTQhFQthKdCk+wQm/0mK5wuCPyJKo9qQuCEopMyrn7UMs4iG/ncuOo+kW5B3YCyQfib1T/AZ0jmBpAhSwxnoe0qN6BpwC/p90fevRZqf0jSOO95PCOclOqcUB9WhN/cC9Z+ha9KJirKK+S5kBBeQJ0JydveRP3/GkDpSpsJ66EDS0bjRPTUxxxdwamD5HOYkhvfEY0gxX2ouzvYksQqnflsEuI8EsoVoqP7e+lJjZ/aJxg6lenQqSxhKhXPOn8olhtetw5msxJjNW/6r6uQpArTgLkTXstaXkk9NP5MUMIa0lNKQKtgXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhXYkFzcOa7t85hDv4MtA3cEho3WEWJjPBgbdFg8q76E/f2l6IwJ8dx5T5XESQT4KvyvvapTbBKdoZVtmApSHMGyLinCbpzflgFgz9ciNXdoBHiS1BlKFMIinV6DPnJhfbnKvk5VmAmMB5nXZKacc65egojclAyXKmaN0UHJbeqhGCAhiw+fLX56Uz0SS+sDnlgOAiNK5IBTkSJxchviyUaMIV8ZfxOASRf7+Aat+pnRQsOHzeqjxK0FA329/5WffHqpzonV12zP9TW+ngKCnNx4Afl6FwI4tggaylBs4UIgsiOJB/hsctPZZfQfCMam0EwdDJxzrk65B3BuWjzsqNyZ5BhzD8GdXUuOc33cbGgxGI0Vz03duFcATlN9IXKxOAeUsm19e7LvjakGX51mSh7oOxpsY3+hPEF0xYv3IPzZ+dchZocMwzAb/f2ufrdckf1Wcup78I9YKwGI9TZIejMCPKiVrWziyfvgtyE7kVuuXn1dy3hvFz9iCnTrPL3vy/qaGAGgkRO/T9BYy8xqY+zDU43zrn3s/5qe5ip/7cQftSO12Qnf4fTW81J9VvVR8DdIckI4MIUJAg4GKte2d8p73LOlzpyLlpCbjF+DAoez3PK+ep0CoL7QemrT1Zowu0gZ8gFnCvWgzQSqmswn9bp2AEtG8dp0cZc/PaiulD3IOljDkW7zPZV9tEzOECcwonqEAOdt7Q2dc/24ErRrZaNTHGu+hzSUrRdcoO5hBIauOZMHmkb2Tmu9kdyWkl7OE+y+f2G8tBajj67YFgVw+O0fwR1HZ1/2N/Zh3jd1iVCSeCQttjxK5bzerjN+tPvRSQntQbcmRiORclIFewLssFgMBgMBoPBANgLssFgMBgMBoPBANwrsQhSfdY+/CtRdrefgprHF+rahlWhNbBprVP/sz6dIkgb5VhVnUeUCIBuwarQdFd8RHdXy8dHpSgBBkqQCiFlwaCJIvT//8CwCo9GX3LFJ2gHSjewvehrm7IK0hRcxRuSyufqXrTe5NCXqpDCoBSgoIE76PjxI9FVO1/CRWHy4UEhMXiwbehJzl/tVO3uGpCiwNvfo9PWKXDPcB4dL7pDfZ5Vyxnyie67961+H32EUITbykM9RxC2Kf0DGgO/j7fOEbwC8/2MgR1oe7qLMCs+utEYpDNBfYJVuTvqpJ5sI9a1lgiUYOiHc87NHoHKp/PFpdqRK42jE1VUUYdcZVbtqHAfQgQqHPfE0335i6c6bw9OAaCW4ztQwFjQvu5iEY90/Oip6qr7VnWVddSHArQXw3SikeqA7dg61fmzDtqXkicM1QaoUwaAOOdc3mSIgv622Fa5I5j1e4ExuwiGofsJpA21EvKJWjWd3jlR363PscK87a/WD0aw7MC5anS7iHTj32deeQjq4F65/UV2sNr+ZixZEAM9JpBYtCMMSOfcINWq+Xd3kqz8+ZECRG7rmm/GcK7Y7mIO3IZM4g5hLgP0FYRhFZBb8PlDuno9RCmHqxKfcwxhontSA04NdJVYtKqDLdg/QjyD6XJCxxc+sxi25ZwflMU5kG4wDCmia0b3Cx2QP1X7PhTZO8x1eAQ1/gcKPFrmKuD5pcZU6yv1FUpL8zU1KKUO8yd4YPDxhfcHBxesaATHrla1nGG+R9kXAkf2Mc5HkDnsa17e6fljsJPoxAzySpc6fqetY26nGhPjG91oBAcyOgqVIfrKBHJXSD2Gn0Ciijk9/bFf1uC1rp3tal6KL1TW7BSymZ3qAJHodrOsyjn7gmwwGAwGg8FgMHiwF2SDwWAwGAwGgwG4V2IRgTW7+QGpW+wDqptUT1MshZvvg/5ceyVfYrE7gzKYSQ6PdpdqQbArQVUGDR08usFKS7gXNK7wyX4LVNIBVgqDoqfxuXO+ZGIGaqP1BivDQbF4MgwqGygjwD6kSLgSufMb8WmXf4bV/fLB9mQUzjkXg8oibcZ6XWBVLe81/fRYv//VF+5DcT1X/f+r/OPKfaJtBC0MQX9gBT3lOOv3Nz1koAjoJzgBcIU0+w3rdq6Fri6BrIJSivpcjRTO1dZsx8aA519bVZ5CMgHanA4SXmjLNlZnT2GGn+jalFgwgyan0wXkBHSeoBtB3vCXpJOyz9pYUbwnSov3F9HNIMP99EVDPxRXC+myLieYGGhzkv7h/9NT+rLsrPebakptcoR2wdhJIbcIIb+KB9WU8wRSpUUf/XLGsa3rFqAdFz2/LTx5RwbZB+huyji47UmsMLYTyB/Yb9ifojHmQ7ilkOrO1gJl6rEo7vC9dHflErKMkbjogi4WAUJUAl8S8xAwKKQBPd9uIFr2q8XRavsG8xNDPJIQ0qG6L3d5D1lFATeebjSv3L4YqS8fdRUOdIXnVONa1x7uoB/MUaaG5v60ib6MYUBZn3POpbuQgS2qg5fo0LTYwrOWcghQ0XRqCWecl3XOq59pjkgGmD/RXxkG4pxzSwQ+MVQja/H5T1cOnKuDeXJS7SByH4oGgjHgnlBiYAwn6ufhJSQxYPybl5i7e/798R0qhEMFn/VsF8oqtr+CZAXjYvickk5cDOUOUgT8QGaWzlXhN4/9ss5aOmY+0702mqrbAaQX7QR9E3NP9KWOTfs6/xIOGtkBglbg1FJeqE3nn6lzlVP/VbVAsI7DvJzuYwyPIOnie8WVrnf3w/ufU/YF2WAwGAwGg8FgAOwF2WAwGAwGg8FgAO6VWPDTPynnKYy0uXJ6iZWWpAfju2oZhnPOLUAt0e1icV19DQZJFGBLC3xmr8Ew3yvfmqG6rktqgjIMfz+uPo9B39/9SJ/sO6+qV6tzpSZDKOi93zoHjTVlnZGW1+/TI8gJlOnwu+MpD8GK4t7Xojkv/4FW5TavdQ/xKwU+fHhMiL8CthliNS1cRLIJcu1BK7Xfk1ZGHxr7lOf0oPr/dpQ90OWD5x1+DLrlDLQPWP3Gja4XLEATB7q3GczLScuvO24Ec0gPECRTwiUlx3Z8AwcIj1LECngG0lyL76NUI5iCdkS5GTTxe6EkuB6lIXRqiO8gw3gujUqAoJDlBfQ/DwQp6hd9dejbLdHVAQZ07Vplmv4j1cESfYvSK+ecu/gz1QPDhWpcPT6kzErHjj6j9EDn4Srq8JrOJFhh/gjjIEZfvkdRUEcA0XII7RZkGRFWbbuPxed+foS2gCTgZCitUbeBAJw71fFhXxIJ1t54AUnA2JeDlBhs5R1cRzAvN7CqvH2i3/f+UjxxMJZTy0NRoBJzbKf4/vNmsbvavhproFNKUQ+0/wBUtHN+v1vAdWCGZJgUdcD96YgRhtWOEXSYKOaq2wzOMDkCjuJbBj6tPdfo0NTkfKByc25cDzZanRfSIbozeNIcdIOtb9XHJ4e4AObkeOiXlbLKORwq+J7A8Ietl9WJPkV8/6tMJShNw/P56jdyOWmdUH6i/Skt5XOqfe4/MYfPIFPDu07WQ79DuwTL6neo2XZ18ApdwBjqk0FS6DlJ1Nf6ChBDYjRZqP9HHZX1oKP3h7uFGilA/6V8ddlDfXT5gof3JNxzuYW59BxBX2u5QvlHCCC70xisIUCMDkGUxFLmG03uf8OxL8gGg8FgMBgMBgNgL8gGg8FgMBgMBgNwLy9BGub2c30Sj7Uo19UhBWhc8VO+9vHCLdaMtEOYbNO8vPdan9BHT7nyvPpTvsMq7/BE+5NeaJ5pn/HzahkGZSXhmqn5sll9HzS95upUumYQpKjqzJb36kzb8204FgTV8oB1CoJlpeyAQRKdE9A8CCLI96QtCdIPXx1MSpdUY9kAlwe5Bd1BSHvRLSFr+5QuqbpxQfoJxy/ZV3Tiptjn3zN2XxUPfXaxizp7JRq7C6nC5Lko6nDic5bLLqiilGb6KPcVVvh3KIdQB6HUIzrHMupQdbPcgzN9Gw4uL0Wbp4/6OudaUIgn5xmrYRpvpSlaPFb/iE4HKneMVcOzDbztPSBdPc6q3SYeH+h6k77272JF9euJZB9H+9BCOedOxjqmjtCRJd0xSnWK2ROMkZ6uEe5BZnIjOjI/RnjBEBor0Ig1UOKttvav1fz5xnNSQNhEHXTmVSyZVL+lc3VA6/+P9v56tf3LnSer7f/y/FOVA24J//zw69X2n7Zer7Yvl7rWLyc6j3O+zIFgm97+SH3zb3/+0Wo77ao/hTNwww9EDs6U2yfL7ard3Q/3ZbH063O5W+SYmJ/1B94xU7gCLG41Pi+PNO5nS+2TROofSzwMQ8hmZoeYA+e4h56OrYMSzyAJWrYgver6Yy3AucpttSuDfFoXlFtUO5vw+Z+MMN8+wlhBnx091QEJXF4WmHvLtWmB0s1FD7LKvLo/MWipPobLQfDh3/qCWXUoxXwfdevJKqrP07xUHY8f+/MW6fw8hswSEqUI12awyOiJ6pPl8F1wtM3po/1O25RhpNuQ12V+nd1eqy8zXCSHlJCSyVvIkNK3ki2VXTiYjBE2c626YT+r4cWvPmcQHO/BK6pLfoVrwx0jxPFLyHS2vsV94x2KgU9VsC/IBoPBYDAYDAYDYC/IBoPBYDAYDAYD8OClnyEWF5P65or9aIoVs6BCSOHMdv13cv7NwXScq+b5eZ10QR1lKsBB8NM8qSsvlARUT8xwEDDXpc/q/15wyOr3MVb7YjUsTbKboLS42pTyEy9EBdWSDGkYrkJx9WznDZb6Ouemx6IzsjZWXe+pXpcwYI8RINIdgZYb+BT1QzB+I5p0gJXywRiBKi3cE2k91HnrVMdmPdDVzrnpAVau0tkA7do+U39kPc/2QEGizlswfI8HkDZAhkCJhINjRH2h7Wjk612CGVww4D4xfYTwnan673xfv0egumq4XnaoOq6P1V7+CnPc86d7lfvkDX88emMbIQP1EtQm7iffFe1eOznTiYq/n8TizY3ocbbvyVVf14YR/E3CdtENnrzSfTvnXONc9ZmCYnWgqUnu1iGfKuHOMgddyiCT8EbjrglXmskjzIct1d/4Co4KHV/OtIxUpsMt6dr2m+J6l7nK99P909X2TqyJ7F8OP19t36TicE+uJW2o19W3Tuf6/fMG+iWSmZ42fNucDqwGptCf/de3L1bblCDQQYTzbDyqnmPvA4NCCnzzeZWq7SMkMtFtgphN1Xazjj/f9DCP3bXVfnepqN4QWrYM7ZLmusEggKQJU3ZGmjjR+T3ZDSRqAV0s1hbi0xGDAQuULYwfIZyFblVXnNOq24LBGHSuYmgIJX71e1R6fP7T9cl3+GC5tVN8Wy1deygKSFnSlBfX5vxQ9xrCbYLhJaf/RH2g895vDIb08HrlFLK4LTx34EozU/aO565F2Wg8QP1hHK0HlnyH5Fo7pdt+wxSL6j4xutQL2M/PNN9HA7yL4LapjmH52MdZx/VJ9b3R7WtNfeY957e+0fb0EPtsdLSCq8zAf29ah31BNhgMBoPBYDAYAHtBNhgMBoPBYDAYgHslFqRM6O6wbFRno/N9O5whn7wLV4M1twWGiGRdOAcgH560W45r8xO8m1d/po+gEODKX35+pxH5uqyC8CQQZAtozoBFrFgA7tFHi371Sk06M3griK9FhWQtOBzQxKPrU4LxCFRZRnoc7bKlizQvdI3gtVZ5u+ZasssDUHbvXxnqnPPCDuh+Qupq/AzuEW/ZGZ1rgCq6g3F/clfd7za1Xfc95AIJ3Eh2EGRyqg6yOBBFncc0eMc9NP1hRbeKZRthCe+kEaqfD3TAoa7BUA/H1bd0vWhUW3FwbLK/h5BIhHP//8jhHVwYWqqD5b6otWUTq/LhVlFLEYjShp7pgRiCrp7dqe3Da5Rjq7pvxe+r68CbI5xzjWuMMUhQcvCTzTPOb5CpHID2RQgI6c8C0gE62rAcGc36I8iAlmtyF/CWMSQCBTQyJZ0Xmrc6LSalvUjyjP8mf77a/p//7L9YbV+kkuz8eni82n4DmcJxNFhtN2r+RE75RSvQXPK8JSnG+6C/2m7uSwIyxdw1O/jw+WYTTqlxAxgCki507QJtfT7sesfsdeRew2ydAWQ3hwhRKOCscznBCn+0lxcoBFef4r3Kt3wMHWFe/YyjFMo55wIEXzlIBpcHarMiVn/vvlFfSe60TTmDB3RfPptTyB9bVzrP3UeYD9eocpaVz6lkALlKC+4WfG7fqW7Kxoay3oP9Y70cjN7J+WYBl5kQ9H8Exy50cRepa/ze/eV0k5rBjQoSw/gcfRC3kUCesERujSdFYR4YykQXEQaLXP8R7udbf6xlXbjrvIfjFwKSOF9RXhMP0AdndOWoloOkmBvTvs5JpzEGdy12fAlN4xIvanQeQ3/feoXnESSQISSJLrz/G7F9QTYYDAaDwWAwGAB7QTYYDAaDwWAwGIB7JRY55AKdd/hkD7cKmnt7KwVP4EDwqfgBUtHOObfog6bGl29KD6aHXD2q3zfJISh5CLlIEdxY46aaviDtVUQ+Pcvc+BpW9cdD/g6JwHPQ7i3QCO+RQ84sgRbLB+q1RQN23BzdHxK/rHQjiO9U8Nm+qOjGlSqZ1Hot0T4fvqbcuRoCEvovRIOdBNVn432HM9JsutfhC58O8lZYY5Oroul4wvqsp5D1kL7DeTqvwdUU1cthwylob/SV+JKcm3NlAscNOFEUEVaiH8m1Ib6F3CXTNbKeOr83cCEVaLwSpb14tuOqsASlHaT+qusypCyFYTNl5T71u0nl/sXs/tXBVZgs1e+SrvrjAv0mGICObICGBU2XXKhe5wdr94dAAVKj8ZBBMjpmDtedJSjIEjKJCC44yS1oRAQZZVuQonAYjKqdXZxzLu6qDs9GovxnTdVBBoeEOvjnIVzyt8A7vp/KoaIb6fx0dnjUEvVMd4p/effZapuhGs4590nrarX9aUMSrZyyO5RvMceYOEOwU/fD3Qh43wwKaeAhcp0i0COrdsBptLT/5AqJDc65HK4UOdx4FmiLl1e7leUrIJ9Ih7rXHVDfPazEH36COWwM6RAkFiUkauHY/86VgY4O2niQTnDfrOYan4UY25hjofBxGeZrOiFx7uY8TOkg5ZnO+XMx5Rp0Xlp/Z/gO+bbaKHx3XbnPfbi+VZ/oQIpZ1lAHmMYaN6hXlImOIPGahDRDNyoTPIPgZJPCeaHxRu1NuQDfh5aQdHXeVQeewRDIczOibGPyqe9i0XwFx5o9yDI7kCGi71NaVkMfT2Bww+ATzoeUrtQhV6McxEFy2zzzX/Y4/fA5z349eoz3Jkh5C0gpo7EFhRgMBoPBYDAYDA+GvSAbDAaDwWAwGAzAvRILShjArrkAhtKUMIQTfcaePBbFF0+w8nGNYqHEgPKJOVa3cjUjqYZEi7bdFEb8pEVSMYrOgW3lCnNet3VSTcs754dNcDXtRIu+vdWZDA2pIbyAThekCvb+Vjc330EdT0DHIDCjPscq97vN1GR4Iy45SFWZswMaraMhfnmpaxxqde9DUd9XA5AC5orlnCuyUR8MpKGrROe9TweNH0MGMofpOigdroSmLCgeLrE/zNFRhek25AxjtUt8rXsr4FZRRKq/xZEfHB/fwoGDsgU4VAR34tMCyACyA1HrjW8uVO5jSTJmRwgW2QJdDZeNBOWuT1SX0+dyL3DOH9tc6R4NdQ/xAE4XXdRTCw4fIzknPBRLrPwPGL6BEJAlqNfkFFKDHlYpow/N47UUBXwT8FQCXBQNSpIuO8kVAncegZojtcm55BRyK7TF9sdyO7gq1b7hCQ52zk0StSvrowket5WoLekesd3QmKebw6ddSSHeTfX7m6H603ZDFdjFBB96Ugaf8nw31/F/PXiqMoUq02+vlXxQpDq+MYTMaek/Hx4C3vcgVx8cL1WfEwRJ7TQ11maY9ya30Nqtuy0w4COqpvzTheYDBq9kI127/S36LIOrcPr2ibaHbcwXqJs6QivWnVrKEHPulbYzBFIwwIIOP5xziTyu3m7iGUm5RQ7JWbpVPZ6c8yWNWbtWuU3ZolduSEPyw35lue9DDWMKJi6efKWpR6FLblXY6SFlapuv0bjBNbYhqUOTtdAnYkg9IrxPbQpe8wI3FpzrIH2FHJSha413vvMPJRB8zyrPOKnhmYXneQKFC3KCHPOEKFHl9EFpLmV6ISVwawFCDEWJx3i2w70rGqphwks9j8qmCrj+rF6HfUE2GAwGg8FgMBgAe0E2GAwGg8FgMBiAeyUWi119rv7sZ29X29dTcUM3X2ulPM2iueqVK8Gb5/6ncuZzkwIivcsV4xmoENIAdImI7pA33of0glkTdICISYPoD913flnbp7ogQzbIUZGeDbGddVW+hlhOt4AEhE4U3XcqbLAQN1HE4C9AxSfnom2dcy7dVxsNf6I2IoXhUWVi71398ZH2j+7tIpVYjhDscIDV3x10CnBM7CsNyCJmezp29MSnn7n6meeiQTpN7wefqEwM8oi9/dFX0mpKq4AshXTfol9tXO6cc0s4ZQRctX0H4/6+2quWqr3pHjH7gZY7e1QU5COzfd1n40bnyfoqN1c70zHDOecWu9ovgrQnx2r9OozW6wvdQ5nCfaPluwA8BAxRYIBDHYb2MP7wJDHN82o3nGjgSwE4Z3Cb80Qy1InTNr8hgCpGUE3jGquwN4QaMUBkMBKVHzdUiDzw+3i7I3nDcok5DduUpVykkmvswqLDkyCUuvafbWlOD9ApbhdquwlkCv+g+2q1/XLhS6/ez/qr7e1EEgaeywPoWT5nOm8+/JvNo0hau29TlesGGga6bkR1tW+3qTqejjFGEn8QMxyEZZ+OdEw507xSNjV2gqnaa7ED54qvdcr5brUEr3GG+RdVg+wXT9bjnHONK8yteObVcg4ePPO6nD/VFu0z9U1K0ZI7hOdACki5JEM1KG1cLyuv3byiTArzL+QaEeSaARyBguk9OocNyPGcakPaQEmIgzzh+ifVcyjn+/a5L3W8+xR9guFY76uDTRq3qCwUg/XBQBY+pyhryRBQkkB2wOfGmhGNF+TBvhZe8z0GLjF8j5HCym1/QccoBHdhLo3HcATBPfD9iUFXlJw651wDbhcNBKnNd/VSkydqr1aKdkGbNl5Bp1sB+4JsMBgMBoPBYDAA9oJsMBgMBoPBYDAA9oJsMBgMBoPBYDAA9wpMaSvz+lo61ue78u64cdC3bnDooSVH7geiuWUb1iJzWtqgHNCY0g6ngDa5jjQhJl41L2k9g2M9hxNYSiG9xktrc87Nd1RdkyNopPHfjBSJXkyIiW9RPrgJdd/QWoW6V6T5QItDazfuP3lBPztfu5p2gspj2idI0rvVjZcT2TwVQ8QEPhSoDy/pq5tV7Oxc9s907bt/I5E59ZyTJ5vtgRr7Ku/kWDrM4UewS0Of6P9M4qnrG9m8hK/VORu09EKSY7anC0eX6g9ZXxqnaOjrpbJ9tNkQ1nC0PMTtRdsSDnY7qpt0qWOZADZ+ozorkdDU7EPDmqG/vtY9U7vvnHP1GVOGdL3+V7QU1O/RSG0awabs+yTpzXF/YQRrwx2MKYzz1hk0atBwMo1p2fYnJa5D4Disz6o13ZyHONCp88zU5bxUTeoRB38End0VLkwc+DpKprfRNqwDa7ezW/R33NBHDfkufTWTvVoHFXAGb6s0R5tiUUAPnnl/PX6m8tT88fh+ovnn466uzXTEOpM0MafX59Xz+0ORQ6xZoI1ejfRs2oXt3WypB8FgLI107UZlXU81hHOgi24xDjOMZy4Pob0a5p4I+t0S9ZHcYu6HnejkEfdBgtp7pCZ+5H/n4vOIzUTLMqbbUes6w3qhrKXxTCstWo7xd64Z8d4FsJ2v2bzSGpbWblz34aXWbnKPLMoNf9iM+EptRzs26rupq956BZu3PVjpYY6Y7fpzPy1nqUFetrTdwVwSYl1L9xdaGDT+ibT1Xvvi3SBa8P2h2nKPWLb9wZbMYR2IJU20WNv+UuOC5WjcsN8waRE2qiXrGNad0LfX5/p9eqTKZ704t5bsCl11+y3sUgca88t9zZNc37Z4bjZvBoPBYDAYDAbDg2EvyAaDwWAwGAwGA3B/kh6siZqg9WgJxH2YYMXP73Uw63Af+j3kXX1ezwrQDuNqWoqUFukLB2lIChu5eIjz4M7jOyY56ffpgU+X0LqG9iq0qiG3RJqJ1CHpLVrKtECBkWooGqCCzlSBeQeWYzNywc6l26ALQRORYqZ9TtHS/vxfU3277/4+aEXqN7TVqTV1fzPYXnXQjOxP7fc+TUR6fHIjaUSIduW9ktqrIxWrRD9rUI4DKRDtxLwIpBeicz7el13Mq1888spaH8Dqh1ZNsCNMfiCfocVc9XRzJWqIVlPPHonGzo43JHhBVpFNdU4GgbXf+H3cS7ZskrLT77M9/SNvwLqnL5q9vPtwaU6BAcN7jSBP8ulFbJfV21lnjXotq+cASqviG/GisyNR8OxPpFVpF8d5gamhnFfiA10seycrsqLw+3gBC7dGDGkEZBVM2BvBku2LqawanyLOKsBENIXn1gipfd/c7a22rxn3BjxKBt6/c8xjCSpnvyGu9u11XwckmBAhSVpgl4diCl+0K0SFXQy1fdgSb76AlGdxrvblc2DR9edTpq4FkM4VCWljym7w+5jzCi1L+YzTtUYfQ+IDSznKETkea35RvUS0ArZZlBGw/+awF61D5dNgOivHFOy6eJ5NNpkZLMrWy8pnuCefZHgbpFSLnq7dHeIBcYXItgciPYZt63sVZAnWvfuaFmn6nXPHArZryVpSYOOKsgokk6K966wfyBAmP5SsonmuOSntqs8uejjnDEmXCd+ZdK3eNyydP9/wmbcuL/0O40fVybPsN3wfoqSzMdA+tCMNIRulfS4tB1kvzjmXdiDLgIyDdZw/UT2xHOFMBadEpQr2BdlgMBgMBoPBYADsBdlgMBgMBoPBYADulVhEkCS0YtERC6x4DkeQJ+CT+xJJLnSxYArM744BvZBh1TZWlZPNW/RBW0JWEQ1RDob4gDJOQDE5JOZNj5HgM8FKzpn/+Z0pPlyd6ZDuRxo2nJBq0O9crds6R8LeKXgXUgpIzKtNdYEQSUKDP0KUjXOudQ5JDFZaMyWMdV8k2ifoi8ItB5uWDd8D0JHsK7UFqDm4OUSop/YJ6rhBetBfcTt8jnaCO0brVOcl1ZP+TBTVZAFe704dZL6vcrfO0D+e6NrJjmi9JBZf+GlP+piX0bFX1mBHbVYs4WYCSv3T/mC1zTr79lul5x0/k6zieiL6iNT8Yoq0J7i8RG31h2WPlNTaqvIpxt1N9RgmfRpOmY6IcXSkcj8U17fiNosJ5hg0V+tUZZojzI3peaSD4zv//riqPIdMh6vpU6QOxgNIhCB1CjeYdMx3qlfyly2dZ68nmdToY/WhJPL55yn66WSmMu33NU/Q2SQG390E53mMpLn/9PQfrbY/72mV/L89kUPFRzuiq89nmtx6sfr+GSNAnXNHSbWk5uuRGonjJa3r3kK4WAQfHojmXi8kCVlAezAdqIHnexrnoznS7xLS0pifEt/FIp8gdW2g370V+5BALLcwz6baZ+tLJM9xTIECbp6qHJ4Egc5OWMVP6cTv7qNa0uHJ68LqbboFLFEffJ5TCrEELU+5he9wUFTu45xzoyegykHrM+HUe+ZThkGJ4XjNHushoKkKDvckHbh2PlNZ6ezA+svXAvKK6sA8Tz5ICep8qzqZkHMxXRs8Fws4isy3IRfa5v64Lq1ZnP++w/bbdA/sZ5RGeVI0XI/pfnQ/oSNI60oHxHBIGj9aS9LFeJnu4x1jg7tF4xby3a6u1/nN/dIc+4JsMBgMBoPBYDAA9oJsMBgMBoPBYDAA90os6BQQ1WF6P6umM/j53lvZDSqp9BfNuwgSjRzUred2QcqUjD8kIFyQyWtjobYnbeD+7XdYiY9VqPws75xzyyYkIAz1iKrPS2qC9Fvjms4V4pzKGDIHrtDNUY64mu+gpMI55/KkerWp51wR0cxe1+7cgdebYnn/A0H5xCbkW+TaILeYkd6CjGJtVe0S7gT8y+RRdVvUI1E6+x2EBuyBTn8j2QIpps4r1dMEq/rTHXW0/2LxmS6b+bR+fgNKF+4d0aXa8mV7d7W9mIB+7ugaJ2+1TzCGUT2uV6cShf/9RR+gMf36eCTFzW3KKjpvpS8gxVeir5TfIyjEcwoAnUlqmbR05y1XmCNE4UQFz7o+NQeTAxdijmlfIIwEDjJ5ozoQIEU4CMd265z7oF1u4PxxrN8PupJLvL5QsIVzzj0/EP03TtUnGqEKwsCO/VjnmtChotBEPlxUz92UVUwyXWs7UZtG4LeHS79evx5J5vC4JUeWs5EqaongE8qwapivy+/xyeavB08rf6es6GqmcctyBBN0KE4da9kKtZRhS/o99GhqyC3Q9gzcmkEW1HmHmYsmTAzPwtjmdT2pwdojgZJEBkaEcDmIR9q+e6G+2T5X38rakD9g/OcIMokgTWpegRJ/rD5Ean19Hm9DYjjdx/MV+9FhJmKIzwJOT/t998GA5I/vCZSNJJB6ULo5foxnE9ytKBFwzrnpPpyKpHTyrkFHC85vlG7c/AjPJvzePmNQiw72nSS0fxPzXLYmd/XcuDa8Ty1VDNd9W9127BOUSXYvILFCeFnzFm2K6qOsonXuh4wtENrG/s/3xnio6xV0aoGMaPHYl4qtw74gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwP1BIXCJSHN9vh+OYK4+rP6UzxWRNJGu+QyER/mXff1Oepef7EkDZKA5vdAAsn+gRUg/BwyRgJQkGcJFoeX//6H9UlzI+GNxtTQDT7FimSvduXqetPRsV03A6zXXKL5Vueeq5GCsk5Y1P1M8wgrQsAv6Axno0RDOBm3xFMFU5y0+e15dkHtQNEHj5BsozIbKEZ7BeQLUSzQGrbeWJ18g7YJhH6TEuJp28kL39zbo6w9v1Pjsv1vfip6hsfh8D/KTM23nT0Ff3vr9huOIrhEkGxdnGlM1hJHkAUJAFqyb6pX/7HPznWp6MBqREvTdQWZY/cyxkNyC1p+pomqZ6qaco8K/B7yQk23cFBwc0m1Qr3M692szG9GQ36d057vVAytF+EEEWQWpbK50L+rsZ1jNDTMZyjmKfd1PhKCaAAUvS79sZ0NNcIsFZEjb0pmdXosi/NflR6vtn+6crrb/YvCJ7gHX+JvrJ6vtGjoIAzZKOsGA822FvqSrE6nt/+sTzRlNuB+xfYNztWnjGvPhwYaJ7x78/CtILHB/rR1x89NU4396pzEfwS2JjifTI78cwRQSC8gN5nu0KtFmHftz/JfoN9y/gVCE2cEGJ4NbjGe6P+V+WRuQT1AOkSD4g2EfvTca2/P+mubq79C8Aj0OF5zFFkNDIBFc4pmIOX3Z9svqSRhyvjNUz128hxzyqdpf/Lyy3PchgGyGkr3alfbxwkEo2cP7DSUgrfe+JDHI1NdGT6pft1qQteSQcTbPNaZKSGUWfYRsQDbjbc+r23GTPMY55/pfa0zPdxHqBWcIzodeCAiD19D/OFZCSNdimN6kPbhsXeue4wEdYvy6i+HGRfcOyuPin79cbS/+7GNd40QXz3arg5BW5b/3rwaDwWAwGAwGw79jsBdkg8FgMBgMBoMBuF9iEevz+GAiqoBUYARXCa5IjSb61D1+hMusRV9z9ShX+xJ0nyAtQHkGaQ4v4IO0CD73Tw9hxs5cdTgndN+uuZoDjRtRhwWSDNIeqW9IBLCa06N9Ub7GheiFWgYuIwRdB6cLB6eAxpdnXvmKXRn8hzOVj3RJgfN6oSEdccm1dHMdPASdGLQ72UgEZuRQLdBonUbk6yu18y7KlVX/P48OIY0TnWA5ABUIWUWE1cg0KXeoG9I+WQ91dgU3jLXMBI6RtF8tIZntV7uOcMUyjd1ZH1wNP3kMyniD/InSiWwtKIT9tESAS/MrhUpkT+CmgRAbuljU6tUU330o6C4A15FohDKhuJw72qeg2UA1loFfDspRSBfSuD5vIkgF9UHXC7oLsL0o13IcwrF2akUqBKUKeeqXNUYf55w7gVyA0ojnXS2TvwO12w01BumA0cXYbCCtwJNFAYO5znmR+5KurYbmoj85er/afjmUM8cdwhyKFvogjPs9l6IHot7MK3/PUg2eOebA5B0o6ml133Jjf8KhTHDyBL9jTHKMcXwWsMSgHIcU9aLLuVjHQrniBT5QGrLunEBHF47v3Av+gHPTUAVnPgolf0s4WpR1zDGQa812q50MPMcnX9HlSTE4piil5HNgmahid25VOfXvEUxU9iFXvNVkMt+p2tuvy3hI2Yz2mTz1KfvxMeRe02oJyWxP/bT3Cg5BGd108Az3AtnQRg22KTWn2iwwL68HoS361RKZEO9y6Vb1K2OBPkFJTftMdcxj6a7CaxWQty221dbd38ICxDlXtFQfi13NK3TjCn74DL/DTQTn4XtPFewLssFgMBgMBoPBANgLssFgMBgMBoPBANwrsahPkOc9x4r9iQ4jxVJfiD9p/1KUfxkcr7bXV8mSnqBhNj//k64pQVcx59szMt8Qy945gRvBDkzJmRsP0+q1ReVucQCZCfPQ8ZW+cwLqkFYUG1Z/ki4JL8EvDlUZxdMDHTtFCMLHRypP6Be2DocKUhisvzIGrQdJh0ft/OYr98FACECOZcBcze0gp9n6Wj8n6E8TSGtoiO6cc6NP0WhYsUu3EDqEkE6PID3g76Rb0h5pWNVH85KUDOU01avZnfNXxFMyEQ+0TXN/hlDQXJ60HkN8KFHxgj6gQmlB/sT+UF8znoim1XR1+lSyigx1U8t1Q80dWTgU6L8PRQ6as7aFG6E7AE3rMc59qQhcUXr+uChQV8klzoWx2gXNWW/pXIt/gPGCuu1/qe05xqFn+v9eDfbFTPPhn3+ulda1gU/rD0LRte2OyjRb6CY6bf3+1a1SKF70r1fbk6X2p0MFgyCuRwjAgWNGo6l2KArd/+GWr4UYLdR272/lrLGElGoJyUPzna7N+br0zTEehjP0G8wr27/ULnTHaF7QIUHjgrR+suZEw2dN4JWxmjZfIgyKcovmtU7UuFZnnh6qjUpltrjt30jDMfoI0jfMW3RgWQfnAEoVoglCHg5VQDoQUI7HZ1nnvSpg9Ex1TwcdPhMXW3TS8CdHj5rHfpSr7PxGk9RiR2UtItz3YwXVPBSUcVGGQElc85ohFpCAMbtrxD7ktwWPb79XBU2eqC0bI0oYdH/JDWRfDcpj8DzBe4gf9KHx1biB1BBuRLWl3xazg6jymHCsxli2KNFQ+TjXMWVntqdz9r5UxWbbuv85ntMZ3CoolSua/tw4eab5iu+ddB3Jm5BbUF77UV/njdde8tZgX5ANBoPBYDAYDAbAXpANBoPBYDAYDAbgXolFiFXs8yEdy2lITboW9PhPRf83zkUTxUP/khkcE0ir1DesNqf5nYLz5gABAABJREFUPmULpI9IdVGqwc/vjZtqao20V3QLzsg5bwlubSra5+5PJYGoFdV0Oikc0r6UldRmMAbf7a+2gztYdIC6DnNQED0un3cuxcpO1g3LF4BOr1+J/ijP5ZReS7jm82EIpuJbGIRAyU6xq3qe7aM+sNKX1KRHHznntn4Dygn58K0rBBOAopkeIWwC7hO9b3HsheqDcoscUhTKbii3uP2Jtjtv/LL23qgc48fVwSmUETQRPEOnC08WtCBNXF0mUqQhaCjKA2a7vuSpeYMAF/SPYAlXiSHHiMY2g0LKJQbzA8EQhRLOJAW6YH2DhIQyrOa1/jB+Ak2Fcy5PtB9lOwkoxWCm7eW+Ls62R9aHJ/Vg6MUYjiLewWivX19AJlX3Kc8AUqXRlSjF5880Pt9f9Vfb/8GnX6y2f3Or8w5mmAtAE7fhpnFZ+K4U32E21v0HkEi9OV1b6n+HFefPZONCl416nfOyysS+TCekh4KyCkrW6E7E7QxGA3SVaF6RqvXH8Gyv2nWn+059ZbEFqRdkdL031RT14FPVbXLHsAPeT3VYkhfEsTY3cox4zz/232X1PEH6nnXJsTb8CI49kBcsenSGQr1iTuJc7ZxzEcpB958mns+TR6pwus1EJ9KflYk/zh+CHO80Mc2aWE9oRz632Z/oDsL3Cuf8vj1+Ri2RNjkHU6ow21Nl8T2LzjpE6R2LtqirsHSVuP3cr7MYz5rRY9VN80bnmiNIqoaQGL5zsc4oYZg/0v3Mt/GOgLofPaUDBp6bH/nzE/tXCSclL8gkxfMLElJKc5ate1+B7QuywWAwGAwGg8FA2AuywWAwGAwGg8EA3P99mXkWaTXNTHqndQZ6dqJP+TmCuutTP3iCWezTIxiN4/N66wK0OVZYe4bUyDMvN7z2B6nOuUyqHQ5IgdUnayEDoEuKbX3yb16qfMwwZ0WRaiFIBxd7Wv0dDCWrKJugefdFbdZySAIWPqWdICSjiFTW+gwBLk8ly+ifDXSuvsqRn/oBJA9BgYCDFJxREYHum8G4G32AdAv7WWPgU1eTA6yCBwVPOUR8I66xrGmnBlaYk/LjCuQI8ozOr+UIsGxrtfSMkgfQosnIL+vwOegk0J/JkPQpQgMQJtK5U4UwMIeULPtvHpMGhNk+6wV59Vvf+jIiZt4zECA8FZ2Z76t/uFT9juEg9X7ffTBAwQchJFBblHdgHsI45zbN8xuX/rhjHXJ+88b9rHr1c+t0E/2M1f7oT73XKvcNXDYaX4nanP1EJ/JcXpxzJeRQ9VvNK68dVuxjXv7b60er7fNLtVGnJxlMhvnzq7cbwhUglwgRSJEdovOuhfPUttQPxt9iHoP8gYEvyS1kRLNqevahiMacZ/W7F+iB3yMEvnD8Z23S0uvXqA53oqyCzjLJnbbHkAjwWMoI6MJSK0Gnd9UWnVM84+iQshbKQ7qbUo9wWi0hacC1iL9PEV7kSRsgZ+KcGXgBFtjGO0KwZpLj3SvdGVBPHFN0haBbQi39cEkX5YbLtsqRIAyKYWTsA+0zOmLB2WHqz/2zfYZjVJdj/BTvUKcoB/rHRlkFXRuS6vlpdkBJgfoi7805323EkyR19I/Zgcq39Y324XsgA0tYZ2mnOjRl+BQhWaw+9oE1pxb2D0pDOI5mP1AnbOB5SfeNTfX6HewLssFgMBgMBoPBANgLssFgMBgMBoPBANTK8sMpLYPBYDAYDAaD4f9fYV+QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGwF6QDQaDwWAwGAwGILzvjx/97/835Xfb//BnX69+v5x1Vtvn/+Xj1XYt17HL5upQlx5n2ifU78455wL9u5yqOI1Tbc+PlypwL11tJw2dd3Lb1DlxidY38Wq796pQObTp6ikOqGkzj/EP51x9sVb2v0MRab9lQ9vxSBepz3FBnDZI9Xs40X2WdexU0/Z8P8b+qvC86f9fZ9Gtr7abNzrvsqH9mleqy/Buofv52y906Ujt8P+Y/R/8CtmA/8m//p+tKop95fV/9XS1ne6gLZY67d5faXt6qO0i8q+RN7RdX2B7rm22Mfvm+Bn6HPpjfKe6KXGnycBVIr5DH+/iHn658PbLUeeb6n/ZUHuVgc5VQ5djX8l62r/1erLaXhy2Vtvsl8k1yoT+tNhWf3LOufbLO5VpS5UcZLp23sLY3MX4+ptzXfvyerX9n9/9xw/qN8//k//V6m7rsa5XVg871+6osUfn6mcu1+UaF2tTHPpEqSp0karQpT30DwyrINN5wxnKcaL9e9/qD2Wkg7O2ylHLtX9yq3ZJ+4lX1PhG91dGKuz0SPslA41t9rNgoRstEtwE7r95qpuupTpPtqM+xHtIXqlNXab9nXNu8enhanvZUlnbP3+vcv+RnhWNM107b2pwzw90b//y//y/eFi/+Y/+16sKjbqY037ZXm0f/Dd6VjTfjlbbwQTtVUc93WocOOdcrav+VWJOrKEerv/Zo9X25DHaQkVySzymDv+t2j6caYIqQ912sNDvg890P+y7+//PN15ZOWCy5/u6xqXuuzZV3yqGqI/9Xf1+fqn9G2qX7KfPK8sX/M2X2n50VFke1p1zzhWv3+kaseaSWqLtYjR2VSjTtPL3f5H/Hx/Ub378v/zfrgr25L/3evX7ybC32h6ddXVAXffReKc+u/WNBlU09Ser8ZEaavQJJx9t8tlWdv1xtbp0gv5xobYoY5wIz7iyg3/M1Rf5rA1Sv5ryvq7N97QgwlxyhWs30PYzPL/6GmvlckNTLDE+pnju4n66X+ucmbq+c8651pn2W+zqGs0LHP9W/aPx9YUu/UZ9ztV07X+x/E9/r7D2BdlgMBgMBoPBYADsBdlgMBgMBoPBYADulVi4Tlb5cxiQHt9wLF69a3PwQesfsdvVJ8i6kCdMQBH0i6rdnStAf97otkJQ7rM9nWfnC31+Hz1Z4+//Dp33/v2noLUDMhjbunaeaLvzDvQnaU6wIlkvrNxObiBLASVbgH5LbkTRkfZevwZpfcpEso6OCWYqa313R9cbDt2Hoh2qXJdO1GS6VS1tKJuoTKe2CDb1LedcATY66+hc4Qx0y5X6Stqpli3kTe2zBOXE8iW3qr/OCfaHnCYaa//Jsd+fckgdGgNIByid2VVbtM7U9nW0y+Sp+NloxDoTPOq6pXIs0T/KUPcT36318QNxWcsmZBxfXq22Fzu7rgrzj/R7tN2u3Oc+7OyJ6r25EM1ZB5VXQD4xnUAC0oI8aSB6Nmv7lGfzHG2Macnrm5ijwgnkUzhX/Ua/T47R5y7R9hjyzbOpztNR+eo3aq/sMfh351yQQf6C22i/lywgb2LcUz7xBeQuu6rL2WO0L8pRRqpLr92/vtF5epDvNP0+nrxS/6gf9VW+g+3Vdsi+/FzzQnKtubj1BlqX7wMM7sWeKmT8SPXU/gIPhbnmqhJlrY38cniyihxjuKmJaHZQLdGixAJstSepCzL18QxyhvpYB1NyRlkZZRS/u57OlW6pjfOm7i85g2wBEgvKTGottTclD7M9yPymuqFWF3IEyipi9JXcn7eCnvpmDfuVc7VRfUflzq/UHz3tVe1BqgoPaR99JVf7cl6hrCIYQbZ4zmeOtvlMcM655A7vSl/rb1kb88dT7RMMVY76keaMMNQ+C4f+gXejvAW5JuahvIPz76njtP5S7eucc5OQfVy/U2ZW4nnJuqlBflZMMbECQaoTFXjm1xd4d8OztsDUFt0zLTSuVI6tl+g3Q42doq/5pnaCfpZXP0dXZb73rwaDwWAwGAwGw79jsBdkg8FgMBgMBoMBuFdiUU7052WBT9/gj+qgj0hZcrVkOK5eRe2cc+UYq1UTfSqPcEyOlY1kUqZjUQ3hrcpKqiFrq1CkpWZ72r95rc/sC8goso5PFdCVYgnXCMoquNoy7YMumcEFAMdSSjE9Ul0sUW66VZBaX+yKCiJ96Zxz8VD/nu+KUqCbQQHnhGCh/YvbW/1O2uyBuMtEFU9IE0O2EA517SUXCmegscmEygDjd+XKqiUTyS3oribpdK7exWpkuKWQCl1IZeLGz2mHQXkCVsy+UzumW+tyF9CN6FJFjHMNdY3kTJTn+PO+yoe6oavE/EhUWR3uBVwNT0cLyn3mO75zQueNKj1a6nrzj1Qh4RSrl1Gm+FqUYG3qO3k8BCNQm+EVKEJQ/tGh5AVxjD7+xRb2R5mGPuVJyVWKflegXdonkFWAhaTkh9vdb1Qfw4/U9tuQcQVTUOWfgO7LRTFH4zW6jw4moPU9F4wvz1bbcU+TT/ZUcpdagf5+ojaqX2icL5/u6Tzv4WSyr0qqT3QP644bZU00eLoDN4Il+yzGNqRe0a/kIOCOVI4Hg/UEV6SMdLCrpn3LHtripRw33IEvI6KsIjtSXxs9x1z3RPvEAziYqIldckPpAfaBBKo+Vz+owSUimuhYOixFJ2pH55wr2irT3cdqP+/4RIVqFehbM4zbUHVW9KufA5NjSFdakCbwQY3zLB6r7pxzLnmLsbZBllX/LfoHHX4gCSiX9+jxNoDyqbsZ5Fp11D8lWpBu8plPF6zGtS9ZW+xoHpscV3+PDKd4f+hDTjbROOoeSOq44JSGLh7gD3yX4vgIQ51/5zd+Wed4J2LdUIoSX6otG9faf/wMfSjTfUZjnGdX1+5+qXrhO1Md7kDTRzrnzi/9eZyyjxyvGHQL4phqXODZRLlUdO8rsH1BNhgMBoPBYDAYCHtBNhgMBoPBYDAYgPu/LzfvX+HnnL/6u/uKf9En8VmbNJv/qXy5BboWhtFFBFkFipEOQe2BTssb1UEcy1Y13UqKlLKKEIEeXliHc+7uBeikc1Ke2icWO+5JIzIEdyQM7oCpPinICO4CddBss4PqFcSzfT/wgauoownowS3Sn/h9W7RcCBlBMf7wVeWv7kTHj2Zqr+iW0hKs4gXVSKo7HoGOfL/2fzncH6Uz3opiVALpdK6aDcAyUWLRvITDBOQWObofVyxTVrH1K5/yHP2g76qwgAQnp1k8ZBXJrQq42NZOlGcwZID9IB7q9/gG9Dgo8Ma1T00WsRqgVnJ8QaoECthb4Qx3jMGfH7gPxfN91dvXA1GetQXcAUAXjs8QDrKj+4gv6QbjX4NyA8pOymjD7+hn8V219GK2o/I1IPGhA8n8CSjtCwTEtFjffllZjvkeVq4v1A/aC7gAvDpZbacf/2C17YXEoI0mf6LgjuRS2pP0kWjwEC4K7Bvh2Kdnw29P9Y/asTZR31lP/a71pUIo3JYGZxFVSyHuA12S8iXmU7gwhQhLWO7peuGlqOviBUKvKLdwzs3+0Wer7btPdB8MCGqp+l2Grpl1Ma+PtP/4EeZGzOVFFFRuT5RD4hrIbFk89+Ug8W8UhBBO4QDhUdFwqxiJfqYrh4NzRW2hfkApEF2VSkg7XKq6L1pwlen67ZsM9MCsg+7mMbU9TMBvVcnfR1ZB5A04D+E5tUwhNTjBuJtXuxbVMf9yjl4Hj8ngqsTzZpwD8H5D+ZkXdoR5q3mmNmXYUQE5TpGjPx37r3+c3zzpLIPQ8D4136MkFhI+vorwtQwuUXyOeo5nRfV2urUmlYNcqHHD5xQlkHCJGUK7QWnOphSq3y+awWAwGAwGg8FgsBdkg8FgMBgMBoMBuFdiEdwhaKCspr5qBelIrK6+oayCn/794z2ijubqNJ6mITXMppkFTi60jlWhvrOGtkkTRfBM5yd6Grn/rhxYaQy3gDrKROcFnmvRA6WVV1d7OKMUQnU/T8RHcAX774WuAFxZS6o2wKryCE4XXHVcq5PSvp+CqMJkAUotg7n6ZTVFtQA9Q3PwRR8BG7d+OdKe/rZAUEsyRB8ccRU7XEfQ3vM9uK1MIc9o6XdKh0gZUwLC3+9+3PfK6kl1cBtso5Krs9Gt6xONkAyUbGuk3+lSwlXUOWQYDJJZbGElMgIsnHPOITzCC544ldSmSLA6+JU0DMt9De6dvwDl/kB8+wtQ3DToxySxXKCD0L3kDLQZqnu2pvQgxc3zxjd0zcElKPlB35rvMPxFv6cIAIjO4QbRlTsDA2KSa00YwcR3/qgNVefJsWjmrEeZGcbqM3HwdM0pErgRYGy3Xqp82b6WkpM257WScwwc50u6sh+q7YJZNfUdos/mcCwIZtQ5ffg3m/ZbHTOOIDHaVd2Gi+qx6jKVlZIz9+TIu8btD1UP0yPS69onUXV6si/OY50TDW5KtBjm1DqplrX1vsVzAPMyg0Gcc67Wlv4nBzNP54UFqHZHqUINBwwQEkW3j7x6HBRtlS+AxGLZhiNN7D+0pn/+0Wq7ifsO3l5op1htGqAc+S0q/HsguUXoEOojfA93LLxLbH0NWeWGxyLdo9axbGCexpxx+s850cJBgy5ilHrheRlAtsD3gXjDPDc62ixh6r5VOSZHlCpoH8qI+IwkFjvsm5BV4J3Ok0XiEcSybn1Z/V7gnHO919gR8+mm8B26syxH0MH+AdgXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbg/KAQrJGPYPlykoDkQ4rFs89M/P7M77ONzE9ENVnGDKQrINoIa8mQVkG6UMXLIYWBNw+wEYQwpVtMGoIxoYM8VxM45l9xh9S5kC61L0GYIYaArBengxpUqhCEI9anqOOuKjqEUgnS9HyaylsBC5gX3R/eDFI4WNNIuGUoQb16VuwnjgVYz19Eu/O9Y4MldVNim56qg+yvX/yvH+rxGH2yQ9oFsAcXIsU8MFpG0mSefoJKHlPsYMhusZG6ckop2Lu+KslvsYrU0V9yO8srf5weqy+5r8blLSCYilIOyCgaF1GakmFW2+QHsGJxzWUfHd16rT4xfaMzHA7QRZBXBHP30e/Sb8BghFr/U9RbbcJaZweQ9B2V8pGt3vgKl6+dZuHQbYTUww2fbk+ZLLrBK/Fbl6H+tnSYI+OEcM/tY7gJ0faAEYf5I9R9OfdlCBEeHdAeuHpBJZX39Hl+KomZoy+JQcgbKT7Ld6mCG+A7zE+UZX79abdd7vlYuONS9ljgmGEnmsNxTmy4h3YjfiE5P//hZZZnuQ4DxSclfDtqc0jJKhOqQnNQmGl/ZI7k/OOfc7ADH46nZPavm2iln6LyrlncwtKYO9yRKEjiPUybC+ZDuIs45lx33V9vbX6otr3+MOofEzTUhq2CIAqQNJX7nM4jPweljzVUdBOMMn+u6812flm+dQ6qEEIpaX/2rRJCJm6mNvJCH/A87bq2DTiMcGNkhJoALtcVsT5XOeuUzPEj95/BiG44Yc0qxdK7elwjc+Idw/6DMbKByLA50r51v4NgD2cb0gBJVlSe4QhhZ028LyhaXmBoyvLNtfaPfGTzDMUFXDv5ewDWEdd95y3cu/c45OZr648wLxII8kc+88D0e7pscT8zFwmAwGAwGg8FgeDjsBdlgMBgMBoPBYADul1jgE38rFKUwTfUdnJ/TCdKUdEIoQv+TdoxwEMoq2ifab3bI5A8mRJAXhSvCJ+Ku4teid0iRdN9hhSPYGa7gDqc+bUNXiqyFvHGYvDNoJEbYB8+VdTe4WDDEABRd3gSdPuQqTYag+Mb9zgt5AD2G+k9uVeFFDCqoI34lHwwqy3ofPn92vtq+nYt2uz0WlZdxBSz+mzY5Fh9ECidbWzHLQBBSQ+0zuotUH882psk4pQekwwjSVZRzhFh4Pnvq08/LJo3/ccysWhpBhxUGkJR1yDOa1f+35Tn9oAmN2fhuMx3Jvpy3dEzzEoERCJuYH9JIHw4Cgw8PfCheq9816CyDsZDVq2VVtZmuNz1mH/D7DeVenKNIZVNGkyEIIuvoD/jZC4vonOjayRXo4CkmN1DGZQ3yh2BtLq1t6rNwvriTlKK2VLvmkL54LjagJrnKO0AgCCUStQLz88fPsI8vocmb+nd4rcZj6Eh0q/ooYs0LxTNZjazL2h6C+S6o6G30U0jwctRB9B7pMan3oFptUsLknHNt5IZ4IUzT6nmogLRngf5by1W3W99A1oa2p+MMr8VQH9ZTfAoq2TlXvoODzB9/utoMlnCDoBsSnDzKl2/1O2VSLc3dnlNAynmlmsbe/blsEIafdb2/Na8gPXqj50atoQosh+pPDAcpU6ZZfLjbEkMvwkjnzUe6J56Vz4fxY+2z/Zs1JyCAlD9lNJS7zD/XeC4XGHtwfSh3dK+1O7qC6FoMH6F0cIEcmbyjMb/+7kbpDCU8lDDRkYWuPpR3UD4528f9Tyg/1T6NgeqFbl8ZJLsLX/HkatDONQYqYPubgatC2YVm5Lxyl0rYF2SDwWAwGAwGgwGwF2SDwWAwGAwGgwG4V2JRg2NEgW/usyky5OkmcAN5AUIaGEyQ3Prv5HTBqINP8oy4N7AntQXOhRXtlFu0wDYld6CPQbklE90n88l7a5QR6dYIVHYyQJgD6LG0LyqktoHVXkKq4WriS6IhJCCQXuRwyaDp+uQxViI75xqgrkjTs6yE50CAlcKu9uH/h2qGusatE5Uaw5i95AJkrG7d/i2WdoM2mx77dgSknEkH0bGDbUwKk/IMT0qBTVJXbLv2qaiu0dNq4/60u97HmXHPtqScB30TUp7mBahvUGCNS9XTYgdhDjei8imtqaN9F9vYH0EVzjmX9dAHB6D+QPdncF4grRq/F5VaS6v72X1Y7qHPjhE28wR1AJcCb5LA+A/mMP0frdOIOBztmvYxZ8AM3wNOlcDJo/1e5aZLCdsr39Wy7fBS/CdlWNFv3/nX2xevyNXx7MvLA0kpwi+lA1j8ULKF9t9qEkyfK7CktoCUB04XyWtIELbhPLGtdvfCNpxz4W9eqXwfKTQkHKk/lpBxcbxQSvJ7bjUPgceDw+lhirClHcyb26L5gzHmupjOQaDvnXOti+pHJWVuJUJOGIRAmUT/C8kFahmkQLcKL1geSJZSH+tEox+qP3iBGwNfYlGDKwVlNFsv1Wd5f8XtQMd2EQgSQuqBa1Bcs/srzGGQ0NQGup9yT/cTrKkwFnhGxpRP0LWAUo8FKhbPplp876tMJZIbzBk/gIPUjA8UbbbPVJetU82NDOLhPOvc2hzTQ/AHnCHKOVwwJnCNgRwiQL8u8NJVxzTbe639KVVYIMylPkRg1JqjCOVnWY9SPUpkIQVk3gbdcSBn9EPYtE23itk2nZeq91n6Zkue25XnyvRIY7v5K+iittcS6h4I+4JsMBgMBoPBYDAA9oJsMBgMBoPBYDAA9/IS9QvQrT9EkMFch8WgEEj7MCiEtFnz3Kfm0i0uH68uh0e7gWINSIVAVhE+1arS2aU+uXtU+QXuB6bdzRu6Tfgr8UlbkIInlU9pSYBVq7w3OgokN3C6QNhE3gDVwpWwNCIHfbG++jsAfUc6lPQs6eDGBeh00p/lWgDJAxCA82jHMKrf1+8Hf6n9r/5YZRo/YZBGdRiLc84t0G9oRk7JBCkab9U2/l/Yfi/KjpIYupTUNrRd9x3y3Rn4kvodmX2CISUBjP/Z9kvPeB79EfKH8TNxTnSYSPuQoqAd61BSMAhifigJjHNrlDGCKnKPRkTfYgBDT+dadkSrPhTNngpJR4z5rHplt9sgyWqdom/42Rtuib5Cs/rt30JicQbJxI4OmO7DvWMXrg1orwxzSW1fbZSca05Kn4gqZ3BP7XNJE9b/xjYjZR/MVdbyWMvV4wEo9B3NgdENVtzD9cLzpAClXQNF7zDHsC8659zyz+SWEMIRI3x/rWOe7+u8mMfoxNGo+bTvQ9CGJGYAuZFrVYcOUd5RNnUf3r2ugXOoFwDFIA/MPZxu2J+CKbavbrGTxk54IolL2ZP0JYQUMIBDByUVv/sBcwyCWhIUqrYpWGMG6QAkD7W2ysFAlbKOoCDIKooB5FZ99b91iV98Tg5eZSoh0fLcKljugvt/+HOKIUJ5hnCxHuRTv8Y81IeEJq12FOp+60tzRk8YbKTfoyEka3CZoMsUHbuCOmUOCJWB9OD2M/Xx5mV1UBslLnRecs53pWCgS4TAHcotOpCcMNyqdaHyjR+jn0IGF2Ia8gJwsurn+vq7IZ15iCb6V9nDBA+nlg9xPLEvyAaDwWAwGAwGA2AvyAaDwWAwGAwGA3CvxCI/XFT+XquDMgZNQQoh6+jdm0b6jVufCvEWotN1gNQVPsc3T6pXgoZ3oP9yfVpvcJEy8ucLrDBPbvX5vT6Hc8e6aT3KtOiBcgbltr66e7XPgpQWglYWrEudkzR7PMrwO+4f1A7P45xvUE6ngcWOrt243kDbclX579/KHwRX3GY55QI67+0PtX8Dq4m9LHbc0mLLb4t4zJANXSNFv6NLBA39EziEDD8SPUlnknjMfkCzdwYDIMAF+687f7Dta6DNcrQxHQ8itncHsg/Q9xHpVpw/a0P+NFK7j5+CwmXISmetrJCHNEChOc8RgzQnzrWDMIHxh7tYPN0erLbfgbqtQVZVtlCXEaQeV6JCOSfNjvxx0f0WDhdoS8on8ggOGu3qPrRggEiL4Q9wF4EMI9sGDY6xRlca0ubOOReOEA6QYoV/S+VbbKtdKb9Kvr1cbc8/laNFfYrzoM85bAfvMeHCHSDrQlYy8VfrB0s4MryWE//yxZH2gVwoGGJijuCW8Je/dB+K2QH6R1xNtfPZtNhTndHNIbwT5xzOfao8wbyb47mwbDPYqHounxzDqeFK5ywzjZHaDHMgXSWwT/rTHZUPc5VHHzvnyinqdre/2gzeXeh3SO0opQgOJYNxN5KAlCPJJ2p1yafiS9VZOZ9jH8gTIZfwHFKccyXbfu0+VmVK4AyzrN6n3PDcvQ9FgveBTOVtb6v+6guEq+DSlNm0EdxD5yDnnGuf41nzFGOph/JifmueqhyzIzyDsA9DkegAlVzD3aaJZxZe4xa0HXO+TGHymM8myDiC6rqd7mLee6nxMjugtlGblGewfAwNiRmEtuTz0Z8bGxd0M8E14LIRTqErxDhyAfpmsVlW5Zx9QTYYDAaDwWAwGDzYC7LBYDAYDAaDwQDcK7GgKf9WJNqhjdXmwa2owxgUUzTSp+sYlPZsz79kDbRFAtoommAVJkMAQFHHL0kV6zz52qLe1e9w2YiH1Q4TlDasg2Vt3FR/ms86kF7MSLnp/yJbvxTNNP68r3PCjYDOHaT0PNkAaPZa7tMg4VAURNGApAMOBKQjatguQInV4jUbgAcgDEDPFFjdeg4KBzT4EkYKNABnWddx9zFpZp23/xVWx9NhAZKTJeQxXr3RraKvfdjWdKFovdeYoBRi0wpb53x5wviJ7mHrFlQvAjqWbXXsTVIZ52LsA0oWrhzJna4bQsKRN/zBQrnRcgtBKEtKS3BeBI3Et+pzlAQ8FO1Ix08/AiW2qTrpYnEMF5YrLe2uL/yDF1gxXmcgCMbb5T+H00Cieku+UEfd+lr9rAM3k8lj1dn4kU66/aXOT8lU80ztPn3kO4os6WSDcU8pWveV5BCk9fMduAtAerGETIKONvGNHxhTheQC1P3ap5UUEpLlT56utkO4NuRNjJGEq/sxzv/xH/3BcqzDczkKKT3AnOYFEECadgMXhQXmX0gTnPNdN0q0S/Nc9eaF7OBZ2PkSbhVwDqk11d4F5AyUOZRjSRi6L7Vdv0YQx7rsoGRZ1R8DykYgbajhGpRD1Dg3QDZWop68+2nDUiHC+B3h/A0/8Kk2RP1DlkHnCj7Zijmo9T9Aj/8hpEcq43ZHfZuywCWqILmFnOFS447PV7fmwjLdowSHLiLaJ5gi1GMXzy9IEqOv1FcWO5AC3vKdBudHpU062AdBbXPMhb87SJvdV9pv+CmkbHn1/hmeqXSYonyCkkkGiLCslH1RAhdO/Peb+aH6UftbhdgUkJ9RRuQS/P4Bzlz2BdlgMBgMBoPBYADsBdlgMBgMBoPBYADsBdlgMBgMBoPBYADu1SC7FBou6P2oMV0oJMeFU/0eUmsJXR51b86t6VKoO4bmkTYlbVgtTfdg7QadDZNSGlfapk0TtbzBElrcDalzzvl61QJ6Zj9FRtqp5QYbr8WRKq39UlqyDJZNrJclbKS8pDNqgLbWmrKUeCpH+ahHrM+QlASbpgBJWsX8D2sT17EXS3M2bUv786vne6vtxjlSwiQhcostWLY91j313vg6uxaSEEvYtlBn3j6jXk2btHZL7vSH+bbO0zlRO7L+Ol9IKzh/LJ3nEtpzWgg659uwzfc1FrZ/q3qaPIZdVx/6aqQ3Na9g5wabnOQGN4f/8kaweYtPlGw1e6Ekt3UfP6aMxa+Vglb0YZ0IXSnty+pzXW/6THXzUPzy5Hi1nZypD+a0Y4qx3df18hvVa9atTpFyzreM5BxAfWF4qWsHS1oy6ti0p2Mv/xQWephjqL+jBRv7Q7pFG6m1BEak4ZVYI0D9+bKN1DuO4bE0lXlH16AWn+f35r025g6M3/BKwkGmJjrnXOOV1lXk375Zbdf3JXQMkRaXPpNlmWfBtuNrVB+CBqzTUq5x2aCXvHuBOis1J7W+kA1aEfvzad7Sv5Mr2IBBw7xs61xcgzP6oe61+69e6qQhdMCPZYdXXmrc1bp6Vni64wk68mxtjoaWl+l25RjCzz3UP3TB+aUqM2hJU1zrKEnP0wdDy+wGmMgBrmMpw7U1PrSDTBhtB20zrl1jwt73SHklwibWu8DKbPBadb49wrzAlFZq6JHAuOz7/Ze2mbQ2Y9rn6IX2aeK5yDnp9qewcLxmwibs5pDY6Nm8jrT/7edYI4Xu4JxzaV/bc3VlV5/CRhHNzfep6b7OG2KpQoHmbl7gnalVvQ+fPzxnbU1uXlLrzXclzIfuWM+58BTrACxJz2AwGAwGg8Fg+H6wF2SDwWAwGAwGgwG4V2JRS6opjEUG6vtb7cOkrzIgTaljy5r/eZuUuJ8wxXQ1plaBpriCXIByEJyTVHl9g7yA9kq00lq3TvPS/UC3uBpSxiawyQFl6lkZ4dDFvrgGUqyk9TchuYGtVrlG7YDuLgOVL8A9pdsx9od1TADJSfLhlCcxWzJ9i7SP9qHNWzIAXQUaa9H3qTnaKJE2Zht7dmQ36gdMzGNCXwPX3hQhOH3R1z/YX9FHmVTn3FoCGa6dwRouBiXLFLpoDMkJZDStC7Uv08CmT9Sf2JfLFiUIoGDXaH0m8YXbohozpOQxPYv9LHojerY7+XCJxfN90WCvXoHSZfAREp6CAa3CqtMYe9/418jR10hPkvLrvtL2fLdWuT8tlfINQ4TlXraQ8DSCvIuyrbXptj7S+F7uouBechQnJVhKYTu8hYUVKPsgw3wIqcD8hWQRyZl+zw50bDj0af30qejM+o7kOONjSIcwxzCJj/ZojcsPl3R5tp4cwh3IsCA7WPSxzytsQ1pWvxx41wimsGTrMKpR5W18qQTB7AnqkJRuF/36eoBtP2HuO9BqrdhWvQaQGlCq4ZxzxUByqhpkLbW+EvDKO7VrmdLWEPdGqR1s6DzrT8hpXLdTuQ8lGW4KaYhzrqRtG2QVLoIdIWzoajHtLXGe5Ycnd/a6KktYR8oj7NVaF7Se1T71Ce4JdP+6vG56iPcSFJ1yLcoq+NwZfqLtogv7zRTPjW90wHwHya5TSgdxfibmrskWKAnzEm35qrPg/vrDDHJXT8bGaQvzGyUTLOtsV/cw36lOA3TOuQjvEvPHHewHi0NIZMsOJvgPgH1BNhgMBoPBYDAYAHtBNhgMBoPBYDAYgPuT9JjGshT1soTrw+wAaVG/1Td6furmSvz62qryBCl7XHU/PRJFk7WRmAW5RoAVojkDVHgN0B9pD5T9E93P1reiIJmyNN/16RxSDaQLM9Cn9W2dl+eiHKJA4lU8wO8REnxw7WiMNC+cx0veWksbi0ABk5onlc+kv+RMmoeClFh9bdXxAxCCu2mHOBcoFibjUGZDl43OCdwSOn45xsdwCMF/8ygZCKdMwAP9PKIbBBwBkJK3bITYpksJJDSgx2vYh/Kg35UJDiY97ReNIRfYIH0hOl8NtM8B6Ez0y+YpKGpQTJPnoGdRR9HQ59mKuPr/zAEcEuiW4KUP/kAr8T3q/4EYLTR2SKHRiSZnu6D7U+awBdqx+8bn5qaHqtu0CxeLgY7hfJMMdOwmunW+DakH3CBqSJFMruAYgYmVMqzWa1HjzjmX7SARcKzjW9MN8oRvLnUwZFLpM0kjIkgbagv15aKna3G+iIZMoEK5J74Uog45VI6V5M1Tza3Bglo7pn5JRhC8kUzhoWDbl5DgxG2kU05VJlK3rA+6MBRTLMV3zgWQrNSaqJNGtb6G4yX6FvIJzKc55Ab17b72wTOL8oSAsg8kg1GC8Lsdg8rtgu4YTNKjI8CRUvxqU7QxJBMFy70vu4Nyhuco6i9gwl4PtlfOufLJof7xNeQa0BuxrJRklHS6+B7PqTjE86GgPBTFYCoqxnaOxLYAMrO86c+flGLN9yAL2OVzio5aOBiXjs4hq7iD5BQJwk1ITuOhTpR2cW9o66VvROOlTbIOsh7aIsOzDO91BYbEvEP5GZ3JmELLVF2dZ/wY5eN51soaQ6bWPoOsAhIXPivSLUn+Gl/DVW2xpt1Yg31BNhgMBoPBYDAYAHtBNhgMBoPBYDAYgPuDQgqGg4iOKIrqVZd0Xmi+FWW/bOnz9vCZf8nWJQzq61hBPyONW01f07EgnHlu09r0KE8d232nT+v1O1FJ+aFWGbdOfBpx2aUpv85LGpahHh7N0a+mzYsQJu0IFuGKz+khZAAt7gOT8K99k/ZlH2EYtyoHKfQQlGeOldmkq2rh/V2kCgl4oqBGWrqaGuIKVUohuMo+GfhBITU4lo+PdMzkgP1A21svEeDS1u8J5Bakn0izN29wP2h3yj7oqsHAkd/9zVXu17hS/5rvqb1C0Pcs6/DHcgpoXGHl+Vjnqb0707F/8qn2wYpj0obDj/x+yeCU8ljUaPM9QiJa1DNBjnCiPrg4/nAXiylWZyfwdY9gaM8gjv4NKFZIVOh4sh72QxlN64rHa5/uS9HDS4ZsoN7iG9V5GYj/a/0WTgYwqp8dqX0bcFThPLLs+zwixwKDQoIU/QNzxuxT0eP1efU+DHAqGnAKwPnbb0Whs1/GQ/W5+cdyaXBu3eFH15g8Ux9iWzSudS5SrNmfPHMfCtK4tUTXbiS8hvanzM9zbdlXeEZwuxZ6ARei4Bp/I/0/gtvCFtwqWqrD2gzOQ3R6yLLK3+liUS4xB1JWsSYv8GQIIz2HA7hMeNfroN/hHgpeA5KHoIkyIUiqXA8s+e53Oggk/nxDqQ79dAJITjwHjSZcOZb+M+FDUcd7whhzTzim5AGyBcgha3SJalCS5Jcph+sGXW0CSBUobaCcjPvMDiGLgwNUQieeBuUPui6dmuhcEfoqIg+T5/nmP/4dxk9wvacYVHO8H8Zwm5pjroI0t6wzBAnPqQZdb/xvuY1buqepAgefwbELrhxLON08/bcaB7lJLAwGg8FgMBgMhofDXpANBoPBYDAYDAbg/qCQOlbWgwfI59gGdcUV+uETrVYl5RyPNweFcAUnjadj5KHHXPlPicWCq6J1nhShCKT1Qpjwc1X5oo/VvT2/ekhhsBx03yAY4JAiwIFhJyHoCD9oReeJR7hnUOXNM990neD93f1IBvHNS9WBR71CrlGHWXy+vkL6AXg7FbV8u9B9t850jeELriTXsaTKKWGgTMQ5361h9Fh0ZgMSAYZ3zPZBdaFu2Wd7b3SN9hvVbQ6nC8paPAcHGJy3z3yrFspiZjBzX4CGpaSG0hLS+s1znXfySG0UpKrjxac/UrkxttrvxactdnRs68Kn0hoXWIkOZwJSocFE++SfH6+2l9sqxyY3jPtw3BV3eJX2V9ud95DHUGKEcctxTnnMejk4bkO4w1CSMPoY/QlSlmgEzo5OA7jE8gBhDJAteKEtODYcQc6x7UssuCLbcVzAuYIr3dmH6JST3Gou4LGLx2qvxhV1B1i1zrl0C846Qz+YoYh1vYL3DWkUnY3Yf1sXmCd7Hy7pIhVdIjCmlei8d3SuwLTJABeHchdrwR3BruQXlFU4hGzU4GhRG+oilFgUlBucXWib/QnX9SQFkLuVW3CDOIN7iXOe7IkhIuUC0p4OJCCQWNDZpLbE3AAq2gv3AI9do4SDLiBw0uCYcM65AP2IrhTFlRw3StppQVZR/j0lFmEA+USoc81Ax4cIsQju0HHQXnk3wf5+mRrKTnIBAtboWEUpAJ9f4YLhR3BSYkAaxhRBKWA8hEQV7zCd9/7cP3yOMuHajReal9MFw7sgieuoT6Qj9S0H54qyBfeovnZhnyhauJ823HrwzuScc6f/TOVIrhmmBenrDUOecPAH9Bv7gmwwGAwGg8FgMAD2gmwwGAwGg8FgMAAP5rNGGbQU4N1ILzbuQJFwxTdW7tNxwDl/JWXzWsc3wXAxdMCTOQSUZ5SV+7N8lB1Mn4oGIP3ZAbXuBXE450Is0qUUgE4DDJUYYwV381zXXj7FynC4KDAsguEjHnUK2nwKipShKc75tCpXmE8PqlfVJgP9ow4K4vsYsO8lsh2YLkXpnn6sfRjmEiOkIZwx3ING5P7/5dIt1SEDHNj2EZxQpru6j84JXSlg3I/rBUN1zNpCZZohdGHZrP7/ZZ74dda4UMfJ2tX9jpQ16XGu/K/PtE/nHQzoDxLsQ7N4lTt8rwE133uk/VOfolvsw23hHLKMZ6KYoyEo+xZCaO7UqHR5eCh+sCUHiNeP5WYQIeShCeeJxRakK5Bk1ReUXqwb93OOQpgGwjE4XpJLzQezR7BewWnpRJHuqP6aX4tfnX6mQIWCTjxzjY/5rr/Cn2FElB6wj9c2yHy4Wr0O2ncCRxxKVzKcn0Ew4bi6X9YnvsSCjhvcpgyG/aNxCwnIb0+0Xfrz2EPAeYyNl9QhoUFx6Row+BQys5nGZvtMUhnnnCv7GvcFJFf19+DQIWco6GIBqUzw1dvVNlfQh48UsuNdFyv8PWnHua5brtUZXTDovuGV7xLlvkF7MbCkxLFwY6gdIhzkvVxzHIM7IEGojardMH5Xpurni3dPlLXhGpQ5fB9cDDWeZwON2/5rjE/M/ZSK5Ft6Nwgv5Woy+8R3d+F7Cd0kGJpVz6plewX6Dd8B+E7D0CtK8+Z76gMMY+M8Mj3w50YGh9QgjZhctVwVgqnajkqPOhQMeQdykAEdJqrvLZiijumm1VgLtEIgENR4rmhCKnqG8rFZHmOs3a251azBviAbDAaDwWAwGAyAvSAbDAaDwWAwGAzAvRKLcgGKG9RVoyOqbA53gNovdSzdFujOUF+TAvDfkyMVh5/7GRRAyoLOBMvmBlkFrjX6BPQ4aE6GBNClIBr7n/UzrJSfHIKSxC2FM/2j84YreelcUb36ni4bRah746p8bxU+AiW8Fe/OdyogOiei9UZPtQ9DK2qg04r5/UbaVRhkaryzieqcK2NJAY9eaLv7vppyI33knHNLOKOQYvXaElRP/1sEw4AerpWi1kjHZ4/gRgAqb76ji+38a0kCRn90sNrmSmHnnBt+Iro1BG1O2cj4meqM/YBSnvk+Vpujz0Wg0Ooz3XR4I2ozeyZalOOR48Y53/kiGoNKhjE+TfI5XgIEz3jU8APBfrPJxH66jxFNBwfUE11vPPrSObfYxupnBuhAEta4RchGl9IybUZ3cLc4F02Xb6utl/sIS0F1BJCA5AgZoDzGOeeWaKfuV7rGFDIfz+0GUjbKhepTzdfbv0Q4EN0woIjJtvQ7wxFIN5eR375cTZ9cqfHGH8NtYcnV9zjXtuppueXL2h6Csk5eWpsRJBazQwT0XGKcd3Xs7Wfq761Xff8iDMp4rXHP4Isy0fFemAidFyiTqKEOM/RFOGiUKbRopJwpo8h8uYuHDeOQrhwlwxIobaA8g/KJKZ4VdPfAfRZ0zGA4SLBWnrEkTJ4LCOQg+c2g8h78oJUPd7SYnzIUDKFPdM260BxaNhHggufR8kD9lyE5zvnyK0pIKaGkBIL7t9/q2uFcZW1eZZX7M2iMQWujp3hXyTdLmJJbvJfIiMrV8B7otnDtIR68Od+nsI1jGdSWNxgQh2fInvpiUGyW0JR46OdtuO5QGvKYoVy4hwvod/+ApMu+IBsMBoPBYDAYDIC9IBsMBoPBYDAYDMC9Eov6WJ+xT8ainLOMq5S1//A56UusMuxiVaifoeDmu/gED3bCC3PoazsZ4GB8gaf0giv/uRK0RGGbN6AaE11sviMapXnur8RnSMGSsgfkoXdfgpLxMsZ1XlL5DAFhOVgXpHxJzQTR5v/fcAV8soGpiCagNkDD5lzZ+T1Wlc9z5NrDjD3r4VxsO2YU4P5m6BvTA3+FP1e+Zh2d7NG/EH1StFSO+aGo29ETUXmFdvHcD2iCTreJZICVwh+JXgynoOXbazIR3HZ9TmpJv8eQ84QTuGyAEqOcgRQfXSwo21js6vfkWtSV526xRglylXN0CYnGPqQDu6pLOkFkcBYJcl8u8BD8Sffdavsvo5+qHFPItbjSmmwwHEWmkEskd37n53hjO9GIvp7qXBP0G0oY0p7uNX+hfUiXst/Q8STDdjRjOJBf1tap2uz2p5p/6djBOnj8f5VDwuAfP15tX/55X9ebsI/relvfVgei3PxY7c4gp9wfji7dgkTlWnUz29Pv4yPdQ/tc9TT4GP3m+2Q/bJiiAvyBNGyKFfQR+ofnhrFG2dcQjlPuQH51owQCOl2ULQT53Chogc4LdYZ1QEpBiVvQg0QFKOd4NsWttb+p33Aurx/s6/dzhZRQqsCwD4aDUGLhXftA9gC1Wzw3IEkpETZVS9akf+GGVxA8dzwnJYwRT37yfdxPGirjTMPFdd9seGBSInQH3SfCgZaxf3819EGG8QQ9tTHnLofDp4dq+wQOYbM9HduGZJLBaZxLQsyfniPYmpqpxN+KSOfqPIW8a4J5Dw4VLqyWTPAT7HJrWbl/bYw+AClvr6sxN7hCv3TO1TCG4wHmUHSVrM+ANf1ePJMc0l2uheyswb4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwL0SixyfxGcpnA0u9Zm9nlPOoGO9wAb4hEdTn3qlbIEUd+tSlML4EahQfGnvnML0H9cLQIWQzqRsgy4bpAvjoe453Vqj9UF3N66xcpLKAVDLzBiPRqBb4XKw9BwPsDIz5u86T+MaK4VBp8+3fVq/nuFmUb4Uq/IpUxh/Ipqo9Uv+v+nDqfIQJ54hfz4aso1wBVTzerDDd1iuZbFHY8hlLnW9u5/0V9utc1FadPxoMlQG+pME7hFpn4EqKDekDY23oldnL7Tst/0GHd45t9jVeJkiqIHSGWJ+qDby5ELo480L3BvGlG8uzzAbDHXSXk2/31AKMH8CFwacK0TwBINdSNEtow8PmPm/nfzxajuiCcAGjRDHMPsAXV84p6wfw9Cd9lk1t8/boDSF/YDUJkMyogFW+2PuKB6Bfl+yXv3+QLN/uv303lTLOBYvRKG334mebG2QYnWkaPH6eNZRX9n9hajkwQ8kCaina3KQc8x7lBGApW9izuQq+2RQLXd7KDj/kqK9mSFIqQ2HoBGdg+Ci9Bh1cIy+75yL36B/0BkigzQNc+vwE/HX23+DEwWizWtvTrXdVlkn/+D5apsBQtE1pApwmFl3sSjG/vxTdY16hOc5ZBjlCNIByBaKz55WnxNuJMWxnHKCjq5VnsD1Yx+uF855rhYMLwkgxQiaDewPJ4R0Ta/5oWDHwWNu+EJl2vlLjHk4cywf6z4YoMP3Geeci+/wLDzgsxfyRsxJfE8owmpZJuWXdA6q89iG2jeawcWC0peRP4ZvfqCyM8hjdKY+29jVvJJDn5h0NdAXAVxATnQPjUu4gD3F+xOuVZ6qjgZwjKqvBYWUQ93T4hCuSgnmmDPUH+SdnpzU3Q/7gmwwGAwGg8FgMAD2gmwwGAwGg8FgMAD3SiySE31CHzdEc5CZqM+4+ht04Rq1+R2WayEKlDcwtKAGvUYoL3HP+J+OBwzoIMVHupWr4UlFk76IJlgdOfSpqxxUSgR6lueaPRIN6Ycu6GN+C/Q4y0pnh9k+TNA9aQjo9Ij35kshSGFyv9ZvJAsYf9ZfbSfXWEUNM/vvY8Ceou3qoFtoyt+8rJbgkD5i4EOJPuCcc40bmKuDvl5AasIgGbaF50aAMIbpXvVqemQuuMalqKTJZzvYHxTO13ITcM654vgHujZcFOIB+hfpTPSzEKEmWQeyD1CNpPgXuGcG0tANA+yea574dGx8i+OvtPo+OwTljOPjKxj9z9SHijZo0QfiPzz+1Wr7P3p0vNpug6GNEJRDyQnHEdt63W2hDjqPLindt3STqZa1sM7pckLHmLSntmMoCeUZm+jV+bY/HXOehXLAu6f5ro6Zb+t+epAEcPwTlK61z7BKHtRmWa+u4+4bP0Bo8gjzFVjmdYnLan+EQjUGlKt8uBuBB0yDV2fqs/UWw220T+OW8yacRtp+W9T3dK4C0rmw1Ir4tK86mO2DEv+j/mp76ytJGIIdybIWzzWX3H6OMQh6fO/nqCdof4KRn6oTZHoGuUyUdb6L0KaXJypfTCsfOFQhuGP8wncR+A6t95IRBSn6XFcSi9pnkowMP/OlK5x/968Hq206ZRQzuGYUG/pH8OGSrqQHtw9II9IUcxfkNPm26m++r30alypftBbEEczpDgOpaJeBMQjo2NLvU/Qhuh+1L5iGhXemTL9PPpdkcnxcHapFWdr63zzHiRjPl4n6eHSHua6GECvIbmO4xMwOKSWBtCbCcx4vQeUdwmI6/hzGjJ1gqnLwjkJISDz3tKsBTrQ5jMQ5+4JsMBgMBoPBYDB4sBdkg8FgMBgMBoMBuFdiwU/uUaxP7tF7fU4nFd280gduUqE5OOpwjSJJuMpzj6soSQ+jTFQk4Ht6fYEAgA3SC25zf1LRzDZnuIdzPt1KWpWG9FzJT3eBekpqWOUjpUIZRgN561wZy7x10p90aXDOuQyBD6Qtpy9gcg/KuA4qn8bs5cKnUj8UdQSFFA3KLdCQ6BLdAQI30G8me2sUSwHqKyKVgnvdZzY9rg3NCtue25uoYTqblBg9sy1Qk//wU+8Yn3JGfz/ECl86aKDtuKqffS66Fa2X7Yjuo3E8V017bhiQIMwP/ZABmta3Z1j5D9lHgJXrSwRmOKziZ396KL6dYRU8lT1e0ArGeR993AtUgdvHjS8Rim/FtdXna/qLvwPlSZQ9ce7p/lIG87d/Lpq9da77nu/CKQDzQuftDL+jH685OHgOFRvuNUA/pQMJJTsxXCJqS8oZEKSzAyr/r251zi3N9Z7DCcIKnFsLNmIQzQlCjjqQqEHZQ3lS4xQuCg/EsoUOwgCCqKjY27nklg8R9BW4bHBudc652RHCYK40xoo2JAysf1x6cqzfk4HO08L4onzPkwvScaatOp99pHHbee2HUwQ7kkNQfsZ7qjVVDgaLUFbh4NrgPY8QsFOf6NgRaP32G0mvsi6la/68yvl6+dGhfn95pvIN1Sco//NQ/CE/gvuRNHR/0whzGmQfNThwsF04N9IBxjnn0m3Ibnb+sAykc4o+gWIwDKv3esO9whGk80oDLO1IGhJBXujNF865RMPee39Y9uDkMan+phoNMLbhVsV6qi8QJqScGjeWAsdFo2rJQ9H0f6e0l+OZ7xUlpqjkHBLDgWSmfyhgxr4gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwL0SixCODvMTrYytgZVt4tM1KXFvdSVkFWnHpxlIP1MywRXcpAW4IpvSAcoqiLSHT+6UJMyq6UhSqsmNb0ROyQUlE174A4I8uA8pNIJ1Q4o177KsCEFA/XW+kcH7/Agrl50fVrHsqNwMhmheQD4RkjMCDdv4cDeCAlz0ZIE6Ay0SgkllW6cdrP5GfwjWGHs6h5COX2Alv0dPgqKZPGLf1D6912jTA+a7V8tBGjdY3YvrBrlPP2fN6ut13sPNBBKICHKZHGEwXhDHFoz00c/GT0Bngl4l3U+ak2EzzjlXQ12y31BWUQc1XL9VPytBf6ZrQQsPwddDBV00Ltm+HP/sH7qP2S4kIMvN8000xOppSE1qnhIDkh2MPcq+pp/vrrYTBL5Ed1gZv0EeQ0q2BleaaOjLQeoIZGlDslJiZf3oudq7ebXEPjD6f8ZgEp2fzjfdN5LsUFYRnYmOjN8jkOdPRYf/7ryQNqDfsf+y/jK4F4QwKZg+Ex38UPAZ4kliUs4FWEGPuWfR47jT7/laOA0lMq5UfTLcZboHNyQ4JgV4jGSY3yYfS5JARybOMZ6LCto0gRSNwULOOdeg68tbhW+U+33cguaDGoNGUvQzPBeT375fbQcvjrR9IV6+x+CTvu6tfod5ZN93w2jQ0QXzCgNL6tuQBU4k3fh7+p245RJSkTr1mjrz6N97sdpuv9O1+e4RnWiMLH4smZhzfrt6Uju+u6CvDT5WuzBMI0AwD+fyxqsbnRTz7/i53gfo5JVBHkN5q3O+jIPzYXJe7bjB+8k6uJ8e5rSB7p+OFgtNn9575rJNRwtgTS4VoO3iOzznDiCTvIGbEdzTAvTN/Br1VwH7gmwwGAwGg8FgMAD2gmwwGAwGg8FgMAD3Sizme1zVq0/XnbeUBbjKbVJ5ZC+2vvETH07/PVEBpNFbl7wG6VauzhZ3RarRC9AAbUZngjopY3x+pwTBo9XcZrqEtDlX+CY3ols9JwpQr6QjmcNe0t1iQtN/hLd8AiP8mU9BzA+blX8L57rvtAeq5kq/lzly0usf/n+oAtqG3bba+2IoY/wWpDnjJ9VhKQ1Q1zTed865wlcx6BjIHhic4LlSBGxvlkP7L/qgjLoIeVjqWAlcnAsncD/ZWnMjwI4s3/ixqMfWJQYM6oBUNPsc3WAmoNDbZ6ApA9KzOpaBD833flDI/Ej6qSJGX34rKrVMINk5QB+8kztD9K9/7T4Ur8/Fu/VRnwy0oNMA3UvicbUDCR0EnHMumkBqQqccbCdnondLOLqwbjaFFM2OEZCAsZ11IY36WufPu5w0/flmsYe/0agBtD7rgDIzBjI1riEBGXMuwfgYY67qay7Nd0WJZz1Q5WuBCJ7kCbKRxQ5DL/R7cqcysb6LVrWzyH3gsymIdN4ig+zmve5pqanRk1v4425dYqHt5hXkJJAhsG96Mh8EUdE5gAEJ8x2ElECFsPMbtVd8Iy0KQyE8JxnnB5ZEr/CcO7tebdO5oiwx33clcamxP2LOoGyDwSLFiyf6+RT7hHA4uFD4kHPOlS1fHrK6XEuNVEBuUUM5gkTHFt/Dban+UteYMmBpynGEeeVaZY9aCNNqYlxk/rigMxL7FJ9NnvQI0soa3ocY3BEsUT7Mv4tduhbp2Ahz46JfHajknHPpFh2/IMvosL9r/+SGYx79A8+7xTbkfBhD9Xn19oJuSxzXo82vqt77HmQcdJkq+PxDCE1tbc5dh31BNhgMBoPBYDAYAHtBNhgMBoPBYDAYgHslFsk1A6+1SQqI8oLut5I8zHdhNA2JBIMWnHMuucUneNDmNJ7PQEslMKFf7OpcpDJKUBNzUAqUfXDlf+dXooPybaz+7PllZQgDs9Rr2I3Uxghm7nTi8M2zQeFMEcyAlapZGyEBpHDucfHg9Wagj5qXDH9Au2yLnkkgq/g+1NV2IlnFHXPtwWYstkEB30BmMiUlhdCKM19CkmLFLamrxgDhLOgTnTM1PkMOSBN5tBTkNb2XDHPASty+9m9CElRbM8PvnDDwQVxPC64DbL/WqeqcdPpsH1TektQuQnwGCDFIMLxBBeegB0ef+a4BDAQI0R+zI6z8TUgTgyrsqF7jzmfuQ5HPEJYwJd2HOQJUfvMGdDpotqyFUI4Tv98s+irv9i+0+nz4A91ffIOgliYnJW02GZzQgCsFpC/xneZD0p+1oWQt4USylFquMjjn3N2nmou2vtYx42eaV7rvdA3OaQwU4sr1Itb9eOExka7FMJsigszmXGVo3vhUefZE8pgl5qvWOfoj5pXaWmDU6tjWBu3UfUC7FKCfa2OVvf1OO7XPscoejjGUP6zTz6SHPTekkeq/Bdne3adqI89dxJN3wS0FzwHOh56Tz2CC37HPmizFk9Hcge+mPGFPoRfFFVbyj9SuZYaAGQaI5NVBFcEIkoehzlND4Ei59J1ago76Xc5yNKqlFzy+ZDn+QOBDFTzpQAIpylyNvfVb3QffDbxgF9Rr40Lj2Tnnzv6pJBB8p5k+ossJHau0T3GAZ+9UZaK8i+8o7LN8dvK9qnOK94Ld9fAtbS+29Y/GJa7XhZPPIzrwUJIBGQdCfBjcQclY8wzz9Ztq6WXjfG08onssmXXF3eg4hffMWoh3t47v/rUO+4JsMBgMBoPBYDAA9oJsMBgMBoPBYDAA90osCjA3XGmIHAhvpSCdGmiETVopX8v/bsE9wQuJYHYHzcQhMaDrAzPQ6dQwA7VJepY0YB0rabO+tklXO+dT1jT+D2e6XjhmZr04hRw0LFdz01HAC0cZ020C9Yr7p4Sg5jPJLpxUr35edrHCeYTV7QOs7IxB5bsPx+1CnMfdTBKL7hvmwFOqgFWo42pHi3VHkf43Ku/4cVK5XzKiXAMuAgg8oKSDlAydKEivcgU896+jq3jndM7Nd7CaHjTbAu1K6Ut4K4nKsq8Lkq5e9De4MUAWMX2sdiBtTleU1rlPl+aQTGSQTJCyb1yiryxJ62v/dSnVQxB3RcXSYSWBEXxI+h9tzTmCFKTXXs6Xblz+eV+/Q8Yx+KE0ZHRSab7TavpgoO30T45RDprTQ8ryRNs3P3y22o6HcM8Y+IM4mvFe4bCCvpl2q1fQB55EDW4fE86f2omSndkBNWP6vXcr/rds+c4JlO1wrmOoQe8b1dnkqajNtC8aOhpW0/f3Ye+vVB+3P0bZUZ18llGCw5ABjufSn25cjLmk/bUcXdzVYLVZ72i89ShTQ1hKxLkYYT9lvbodvXkPjhGu0BgOh3g4O+dKyGJqCZ1Q8Nxh4AbCQVyAZzBkDjW4J3mzW6Brle8UFBJs9/X7DDKiQz9Iw800pzHAoYTUg8+jMkXqygapx0NRdiAhwe8MKcrxDA9HKmvjvcpXYN6bPiHf//vP5e9Qn0NWASMhjtsSc0kwV7s0b3yZyuo8CP7hHLHYgowQN7oehkNHFz7z5vt410GoR32KemI3a2n/+AbyWAybGXKGKAGZHFdLYrMt/5nKTphjKgrx/kC5SvtE/YayCvazKtgXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhXYkED9ia9wcHo8FM8aU5SQ/kGdwrnfClGsIExaSB3nub76RZoZlCEoyf63t99C/nDjLIFOEPsiIelRGJ+4POzdUg3CoZ90LUAlAzrgJKHEFTl/IlcBEjJ5g04OLxThfvhAdW56M75tF4tJ+W8tuPfIb4C/QYa6/u4WIRoyK2myn7xjLSj9g9wiRCrue8+wir0U5+rmh5WyyriESh/rOpNBqr/2b7qmbKe3kvU8xaCZ9DHWQ4/qEK/Z2syogRU9hLtGoESmzxShdQXooCmx7rPOlwKWu/8wJ3vUKIPeSvdUX23n+ve2qf+oEt7oMQQ5tA81fVmCMxonoIf9Prj/QbsVUgnqoM2KTTUM+nnEDKnyQHkT+hP8cTvN6nnjIK5AW4ho6fVNP0SoR7pU41bzj2c30jJ7v5Cfxh+rHkludMFWMfO+ZKuEuOZY539nYEUDbi20CkowSp7Uvx00OldqRyUkuQ7kkIUnc0SmvgOYTV1zYeLPd0368xbbf6b9xvPuwnDF6R6MY+BQm/8RuWIIKeJhiwrXD3WJF1eeSlDgNSkjOh+AknSS7kzFD3VAaUoDdDm4UhlGj/X/uXbE21//pGKgzZyzjmHIB+PTh5rrDJ8w0Oma/PYAsfy+eA5ArQ1LzCIxEHmUZtDIuH80AYeU0D2wTAW9/d0riCCocpeNDF/w9gnhPQwuJUjSP5Iri108qFsyTnnOqfqRww8opyh+0bHTA8gjxmqz/Z/S8cZzIcYPHwPSYaQM6Kf0alpvrcW9kNlFd/9ziHX2ME7XlI979VyyswQhnNQq94fxeA5k1u4bPW9onrvDAGuF2IKbVwzgEVt3ejBucIkFgaDwWAwGAwGw8NhL8gGg8FgMBgMBgNwr8SC+doZvkpT5uBJJja5DmCz99uBd43xp1q5SpqJzhc0wOe5aEhN2pHUNemZcCLaJgdlSYok3cKn+EufDiJKyC2mj0SzcSUpaVs6fNQK7R+BTsu6oAHpYrEt7qP5TlTXHFQ3HS3WMTvS9Vonoli9IBS0Kc3Yg+aaDcAD0I3Ef1zN5AiQ9bAS/A0pIx07x+pbGuavU55s7/ku+6mOr3vqEDr9a5OU/fQI1CT6tWcyDtkCJRx0Jklu/VXGXr+DBIJ9rXXOleTa7H0pWi+FFIgBDpTddH55vtpuYgwxCIbSgs7PRds651zZAaWLayx76kPNc/QhSFHCscZLvNywfPs+LCB/uKBkBSun0V7jI1Ck6MqUk9SQk+Dcmmn+ry9W27NPtbq+fQYnkAPIuLx5D1TgNaQ5u6qPKZwammfah7IIuotwDDrnzwdcfU63C8qvEjjzZJCQsazZDqRDpIZBJZeQENz9w0e6hytIr0L/2wqlWwGdZAZZ5TEBptYgxVz6x0/ch6KIqqVE0anqb/QRnSvgoLOlOTTtIbDgvd9/Y1Dn0+cIfyi0zTmJ7kRlEw4VUwSLMIRiX8/BxY7GavMCUgPKGa7XOjZAKYbDMZvkcvUncmHJT860P0JGaq3q5wDLRDeMAi4Z9S3U0drxvEZ9X2Ow1oR0Zar5xruH2ofLuIjaEpQ/5h66JzjIbjxZRQxnqTuM/x0/4MRz2oEEoo4BzXedJqSOUzg6RHCfSTAO+W7Qeqvgo+zH2yoEqskLS8v8+ssbunaw0N/oYuGFaSEcJIXLROuyVrm/J6vE446SXYcxuIQ7xdaXXlG9eTznefHcbp8jMAftwOeay+9/TtkXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhXYrHEUvLuK/3ewOr22TZM4be0zdXjIVZU3v24712Dpv5JQNqdOfXVcg1S2dzf0SkAK6oXCA2h/MFb7Q86khSkc/6qdFLLMcztoztyh5CJ5KQssFr/a1FMvB7N+knfLw5FCRag+NfdQXgfTQRMpAhCqS/oDoJtUmKTareE+zBZquxFWU235BsCN+Kx/sF6zTrrlC65Gxw/qqZbSY+TmuPqdFJdbUge5jsaJh49DgeW+EbtzpXnzjnn9sUHxXfVjhadX8smZv5iZ7WdH6i9czinBKCGGFww/1g0JSUcyS3oT/Szsusb25egwefHksewnupzjbtopPtmWARXfz8UySVkI+qCnouIq8F15K3u6fJP1OcSSHMooXHOud4rlZeyivpU91SfIbQF7jPRjcZCeqi6Id0awxUh/FKODPOfKRwkuUadYYV50QJv6NZkY2O4HCBkwKNYX4lipRMKQ5ECBrug/2XbfvDHd+DcEZ8MKvdxzrnFc/XZ6AZOGX1Q5aCro6HqIDzTecuP1oIkHoBkAFp2weeG9iGlSyca9usQwQfLtRAFfw6odlII4MBD6UxthmfCzWC1WTw90jb6ENvFW+IPNwgvfKPht12trbavxZAIMTQEMrryVmVyeBY60tKQOWySNvBaYWdfp4QDRtDreMcELcxvV3L7qCFoxQtI4bUxFzAE5cEIqtue8h/Oh8FLSVfqlB7C+SM8gBbVOTc5UtmzbrXbAqV6DNxonUCqdMdntcrN0Kbpc8l0KCmoL9aFLX93/lP/91Gj+p1r2YHEIsbz9c6zMFttznfx7gG5xbKJ3wc6dNmqvtYSVbn+LubJYHAbWZeWGJCsQqISj1TJcQ+WJRWwL8gGg8FgMBgMBgNgL8gGg8FgMBgMBgNwf1AIKIjhJ1j5e63Dhj8RvdDcAbW2BBX6L/StfPJ0zYCdpv4wz6asgM4EpN0pjRh+JKpxCaqgDbqq+1JUT95ioAeMsPug0u58NwIa99PQfv6jxzgvjj/X9Za7cCAA1Tj8kWgR0igtUJvjR6IEItQL6WMvrMT57h0MDWEQStYD/dYX1RV8+2a1XWbVue/34agh2cgUcotrGH/TxHsJtiqCNIeBHss11QLp0w4oU1Kb7EOUT1CewfANynQWW9WBKhM4J1BikT8BlbzGQNJ5YUlJEcNLPhZF3XyJ0Hq0Y/q4v9rO0M+yj/vYv7LYntyC/XrySd/bj1R+DLlQ/Vac4OKJ+mzWgXsBAzPSzUESm8B6i6Z0C9HvvW80x4SX6mfJc9HVlOn8XoAOZCpZW38M8XuM8VmHFGC5BYcPOoTsqoAMCqhPNP7jAUIQsIq68Zdfqzw/feGVlfKw8TP1r8aNrhEPUL4+gjgWaMcMZYJMbLGtdvQcVV6r3HS9oCSFdeecc81zUb15G/VxiTn3kejM+lD7j3+Kthtsdg7aBE+61eCciPnmCk4epHQxHudQd/S/8in79inkdZCsLFEPlDFRTuKFY0C+Nn4uuUHrjeopnGGsXkNK0Ub/C2nj49dZMdS4CDrkqTEuEPZRwhmipMSCLg8xnDgYCMJwIISP0J0i+Oip9rnzA0qK2R+WYtHRosayQibyfRwt6H5CcGzXKENk6ArCWIqWxhFli84517zG8wXvGZ0zynS0yWcTXRwoRXVwLaLDF5+XPOdsH/MZFaCQHf3uGDxr+pAIoR+USbWjRZBqnxbCUeg2sezo/JMnkJVAtuGdEy4b80f+e0h0g7l7wveKasejGUJKdn6JSijMxcJgMBgMBoPBYHgw7AXZYDAYDAaDwWAA7AXZYDAYDAaDwWAA7tUgF9CG5I9gJxJLC5X09XsNljR5Bo0IU96KNa0Q/pnDWofWJAukqwQZUu96sMaBVQrtQahHZspVOIM1Gyyp8kT6qmXH19lRk5l9LN0c74Has2xP56ImmFrNeIjUOuqXoKliMmDnN9cq3640bLSwc8658Fya0WVXf6OtVAyNI8vnYPlW7/i2NQ/BxUJaw9s5dZvahxZsnj7oN6qPRR92fZLoOed8uzVqjakppJZs0dd9t87VjtND6CXHsMBCSiOv1bxU3Sy2kWyF+2F5nHNuvsMURVj0QJ+WfK0EvMnPlF5W82yooD29q05TovVf+zU0gbHKyr6y2PL/j0w9F5MWA1i7MRmQ9xNfqJFqE9hCPRDpvu5v9FTlbZ+ongY/0JhKkBDJcc6kuene2hiG3c96O32HGnR9Xlol9O3RHUTwJWyDrlQH6T/50WqbtnzUIoYHEr7SRtI532aveQUNHtMckczop1ZBZz9nOpfGY/dXshasLVX3nl7/MSzDcN3ulwOvrExaLHHt6QvpM7lmgml97S81p+U7Hz7fNC6rEzfpkObplPGcadyoblKMhenh2riYaSyksJzsf6ExRkuw+hha2bm2+fSjbrtAOyZYu0JdaHGpegpoT9Xw5/6grzqnLrgGm7cajqlF6ENzeuMFlb8vx9ARw2otPIS121ApgbWxnkXlWpofNdKephjWacXgzv0h1OrVa0buxRYSTud4PlxgHybp7Uk/Xn93udpmT1m3amzA/nN6gBRLrnPAWpb+X2tMvv0fHqy2t7/S+JzjWZZ2Ma9rGYuL0ETpdrX1afPcfxejXpi2sQE0yPGddsph2+al4e5Xa4rrsKekrrkldz/vHtId6L/TtfdGlhtrVGY93iuTbrUPbfKW52rHKtgXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhXYtE806f83R+I5ng7wmf2cyRxUT4RVNNerXPfWoXWTvwcn/ZgE/cGtPsG+63+N6JLaMXFT/9BBusSUFcZ0p78xLDNFiDRiay48hdI5IJ0I+uBggdlsem8pDbnB6LAGkjeSh+RstR54pHv2ZKvUT3fgbZEXtIcLFUCUriwDHoo5ktdO12qDuY/EKWYbUH20VTlvPnv6/fj/wqJjTtr7Y5+Mz5Gf4Q1TjJAcs8FLJhqlE+gvVA3jWsk3kG2QVsdWulEkMos1y2wLvW35ltRj/Mnokmzp+pDjQvV03xPN8T+5FnVQY7U/SulPWXPkKrXVx2VGPXd1z7lyZS8YKxyLGEDWCRIf2P6I+4n/s+/cB+KGtImaePHtvalV6B3Z6DNYO2482s/CXICOz7OS54UC3Zu/S+QAjYUT5cei26l1CZvqg44nuNb9adwob643JOMYr7vU+W0HQynlBExuQ/9FH2C9zZ+VD0Ppf9YFG6CcdD+VmOe8wot79zCtxZbtqtTFzmmojHKCtvL0ZO+rn227j31AOC5EWl4eX2Cdn+tC8wru6gzTJnlmvtY2tV+Dbbl1chVAjI1R3u2JqQNtN97darfkS7nSR42yN28lDvnXHGNRDqm5zFtrgZZBaw8Kb3wrg2Ej44rr+XJKiid2EYy68i3eWM9UWLhSSY2JeZhHvfkGQ9EDe8oJV5EPHnBEPIQSFGWzzR2angOc8w751yO+bH/tcbM1R/DunXEuWt3tc1E0BxzwcU/g/SAFmwh3l2+hh0p+vK6rILg3+a6PRcjqXL6RNfe+i0krpAt8Z1uiddDSp5oI9c6w1z1HJatW6qv4mpNRoT3lawH+VoDMrivVL7hpzqW70Z/yBzQviAbDAaDwWAwGAyAvSAbDAaDwWAwGAzAvRKL7r+v5ZxZQZoDq4DP4VYxq9zFW8GdXPoSiwJMCj/Tz3dAn84p19D+nROkAYFu6ZyAJs64ShlUI9LEIlCHwa0ooOnniFZyzrkalksuO64KJahNBzaIFB2lDeWMaUXah5RK2hUlEE0gN4F7wXoC1WJHlAQlAly57610n6HOkFxUTNbsIx6AFI06S0HtL5A6hcSb2RGpaCbsaLuJ9DDn/BX1k0eQ8JyBZsLq4Kyra5OKbl7CkYEmIksm7OnYrKM+RNqb7iXJtd8WLOviSNRj40SU5Owp5AkDlSnAitvkVHQfZUEsU37Y17FIUytC9F0MwfneeuIdnCsyUcOk2oMNlGIA2VL40TP3oQim7I/V9GKE36OB3ye+AyUWs+OG9zfPUYcSGdL/kDBMnogjbL9CimUKmrPE+EQS4RKOMVwNX0JK4smkhj5NzHKQC6R8gtt0iQjQ9zsY89EQK/dRvua3ckgoumr3ZRNytTpSIBe+FIL9P4ebQ/cb0O4YU3OMAzpB1K83SBbuwRTzB6U5JbazLihZuBOFUOAEKff3r7Fswx3mDHNDD05FY6TeZexckLVNxXfXR7h4A/2UcoEN0oEyRhIsZA7O+Wl4wQbJBOckT+aAbcotiiHcOubg7OF04ckikJBXm0JW0vWfm/k1UkMpT8DznOWguwXL+r2S9CZIkp0hUXEbz+E+pEPfvNV2DKchlCPvbE4QpRSrdY73EvTN3lfq/9c/k5xyuo+6jdRR43Ndj32f7xiNK0oK6fLgv4vN96vfUdIe51zsg2cTpR6Ziu0677TPfA/vjZc6z+QJnhtjJAk6tPvap9zFPsYF0v2CWG0xflb9vhEiFTYvqp8hGy5rMBgMBoPBYDD8uw17QTYYDAaDwWAwGIB7JRb9hiijvYao9rOa3JyTgfbf+mbDCmTPpN1/JycdSmeJ+K6aCmhdVlOhDFTIsSK9hi/xjQtwEKAE6RRQQ5hIcuOv4vUowmMEFlyJTipBQ7JyuYKzcaa6ZIhHugWqFvQ9739TcMSy7TclJRfxHelF7RchbIJ1TzP3ACuqH4rf/urpavsf/elXq+3rLdGqXweHuvZM7bj4meiPK1z74K99qjFAVwvB+PW/As2JOl+vn++QU2aCIIjpodpi+29EPzOkYf68rzJAgpD1fAeR2Z6u3X2twqb7qo8FQm82IduGrIL3A3ZxfghZBEzqm6eoF0iepk/9lfHeeEG/ZiBFfY7AHPSn5jvRsJMfqX0fiqLFPg8XGzhtUNpAN43JsahGSmUoz3DOuSloxHiIsQQT+2iCa1AagRXplJbQZcZzSLlFueeghhP0D8wpyVcKi3HOuSTE/f1Y9UnnFYYlxXf6nW1XS9WoJQJjMsw32XFfF0Yf5xxRn0KDsPSpyXBeHTQyP9QYZjAR5676+UD7f/7h/Wb2nJSz7im5rdrbl1KwDyz6kIk0ffo5HFfLWhgOUoPswTEoBzKJsovxFlZLLxxdJegGMdM5i5vBapvBIL87qPq7Vy3WGPHOtah2q+BZAtxbOYE0hLIKbJcpKpluGGvXquF56Uk6INGgywYlI7zP7xUUAhcLzqGzI/1+/ady4Dg4g5xmhGc4ZG3rsgVKFeKB7mPySG2x9VLjYvyxtD11yHRaL3Xs6AVdmzBWR5RboQx05cA56dyzvl9yUy1Z8Vxw0O0oqWWoV+E5JsGJB9ceY46m20wO2UY488uTdREUNmB9wJ2FMl++Pizvl1UQ9gXZYDAYDAaDwWAA7AXZYDAYDAaDwWAA7pVY9GIEFuRwgGhgpSt/B7tAk/usxdWRPgXRPge9gMAHUhMRzfBhPM9gkXhSvaI17at87Teghntc/UnHAgQG7Pjm1NyP5Vvs+SvlvwMN8x0kDOMXolGalH2AEqCDQ+NG/EB9jNCQJ6LfuHreOedC7Jc3Va+t1wp8GX/W1+/vwIuQumpW39t9iA9EwT1uDFQmVNr1vuiqRaY26rdF/Y1+prq5LLe9azQuXCXyFoJJtqtlCKSip4eQDmDlfwuBBdmBVjLTmYD9PSCNHformdun1c4BhUfZ4wD0rRwSJNLSLcgZ6CBAic/sWHIL9kXKnMq1/yKTnV22Ifm50VxQ0GgddTB5Ic5tPbjmISjrWH2P4TzfhRSgDYN9yJAopSh0265564fydN9AhnCJ4I8d9XNPdgPpwPxAJ6abzGwfcwmCZDCEPVlL1uXcA7nEjxXA4Jwvp2JATYH22/qtQj0owVl2VGczSHkiyDNaLzUX5D3IzCD7qN+ony2eSVpXb/oyIrpd0I2IzhzTI7UdHWBqTxWOQIeJh+Inn75fbb/d6+t6c80ZDCaIsRJ/+phnqnY4cc6nlhlWFY020LuHmjMYJBFdY56FdKBsof4pz4B0IH8/0M/bGmvFne/8ESCYpMC5KGGg3KJO2QKfz3SVwO/FFBIL9Ough5AcSDhcCqegxubnCaUU9R21HSUdnhwEoSFl9nDaXGWhlAphS59qTJWv1Tfp2FGyjtH3nT/deO8rfLcYPYMMaRdyi29RB1CpMOzHk6Jl1TKEaLLBrQeONou+P9YiZLgEngMM9sF5KWWNxtXXSza4ZlCm5EniEkg99/Cus/QfVOGFxl04wdyPaYnSUoax1ExiYTAYDAaDwWAwfD/YC7LBYDAYDAaDwQDcK7EgAnCpUQNhFQgs8AIRQEPFI33Wb1z6q1hJSxFZdQ6HRwmTLiTNTCqD+5DqolyC8gfKEcKJ/yl+2QS1xkAAz9Af5aizHNWUMyl3nrOGa3F1e9kEHVb6DgREESPcAq4KrKf6HKtK4aYRMyjkTnTTQ3GwJa7mfKFVwI+bg9X2eEvXu5rpPpJQdbDdF033qydr91qKlkq3QfMt9Hv/W9U5++PdJ6qP/leicWb76ouLHQSCTBiuAulQG6bmLZUvba/RQQwmOdf1KB1oXlGiAckETsUwFzoTZKBzKduIEYZTn2N7KLnE4thPRPAcUzBeCoxT37lC9G7eVt0vdj9cmkO9BgNtEqz+DnIEviR/+P/30Vr4Bs368yb63Y36SjTQHEXJSkzXFwRlMICIK9XjC42DFG3kOflQ+nMNWto5VyJgooBbQjjTvERZBd0j0h6lQ6rL1huN52VfNHF9qHvO9iR/KpK+tiE9ybp++/qyCpUvgEQlQQhQfAMXBfSt9ssPn2/+x0f/drX9cvtgtf2LXYU5vBv1V9tXt+rz+RByoRTt0vfDfooZg3l0H5PHmDeHlPlpM77FcwouIgH6UFliG5KCWoTn0YGCq8oF3EWe+NIcShq8wI5DBF9dyJmHASKUdNQcnmvoW5RncP9iqLmAzhpluaZXAYqxJCfeMbNZ1e6eW8Xmsz4MzTb6fKbz7jRV/yc7qPMtvJSg/upwpcl7vryu9Vr9efiDNbeRv8MSQ2lyiPeBCeUJ2ieA4w4rYQEVYusCz0RMgWlHfZySCuf84A8+d1pnuBy7BCRgCdxg6B7B7YTjg4oMzLGTx3j2zdEXU3+up7Rv3XHmO9DdygP7+x8ImLEvyAaDwWAwGAwGA2AvyAaDwWAwGAwGA3CvxOJ6LgqyjfzvAAbb3mdsZsDjsz4pxcWu7wzRhHtC/Qir1bFilNRy1kWoBGhw0lueCf0Ux4KOJMVHWQWNtEk5/O4HbYa3Oj5Y6HhSy6SrN7kXcNUlqVNi+lNRhcml6J/GBWjKpt+UNLAn9crV7ZSiJNdwKcAq5e8TFHLUFq30rHmz2j6I9fv7qF95bBhsWGG69l+5EAzcYk/1zBW3g0/oikL5D/b5VJRY9x0lCVh5DunL9Fj9t/NeVM30UL+3Ln1anyvz6WZAiop9gv03gBRovq++VQeV13grNwKGUKQ7otDvPkFgwxic3hrDVG6gnNqvxMfVEdDBlfjhleojvFCZHopaghXWkC0w8GEOqUz3neak6UF1v2aAiHP+Ku4lZAE1uN0EzWonhQTBHw5UOcNVuDo724FUAe1LmQNlKeku7Decc0tIc5IBKHjMS5R3tF5rLm38WhRw+qkoeMo26OTD0JVwhLn+rexiai+OdP5bOBk458qmzpVBdhedDXT8vuRWnpPPGWQAJ5fuQ/FRfLXavsv1zPqfHv3r1favt2RX8eu+6oPuTL860+/LzO8D80dwYljyeaF9mpdwVWBIQUbXATgndFRPwQgTWoLwqE8VnBJdwgHjXPdcjv22cJACBF3IAji28UwoEWRCSQf38aQQeCbkI8gqOpB6jWiJgGdR4ds81EK4M+AYlptykv9fIqxDcontt7f91XZMNv5Gc1pxtL/azjvq+/FbP50m31Z/bJ3qZJMjhI6gSra+xdjD82G+R+mn6jNIq+UWyS1ladVhIpT4OeeHsFGSyHcUukFw/swxzfLdj85QnBsb10wy0QWmj3Td+h3m5LXXAt53He+gDWZ6odyNG0hAMlz7HvmPc/YF2WAwGAwGg8Fg8GAvyAaDwWAwGAwGA3CvxGIrFu2zxPLFogBlD1aQBvbeJ/6smipwzrnpc1EQXMl/97G+2TOEof1an8cnz0XD0HCfNHF9pv3rE65O1/2kffADDOvo+2X1wk8QdEEJA2USdL3gSvIa9iH1TylJkGK1Plwylj2YvYO6y9p+UzbfiPqKQO/WUlL8KBNcDoocdZk/3FT7Oxw1RCFfpqJS/0nn69X2X7qPdD1UOmU9n/ZEI7r1VaygcRrnkN3sYmUt2C6amvO/hTEoo/m2ztN7BaeWbfUPBrjkpKVpwL7l07Nc4d9OVZ/NKwTXoP3Y3q1XqssCVN4SYR3LHThooM9yHDQGkB2hrKTonVtzvkB/LNGHooE4reW+2rc+0u+UFzwU3b6oYgaCDD/CXMAF+mtzyXdgGyV3fv+lFCvtof3G+j3HuG2caw5c7FOipbaL7+CAcYNQA8owKNeCLGUJWrrxzndw8Jwv6E6Ceax5hvE8Qf2/EDW/2GHgCxwSimp6cYl+FnwqeVewIHe6Nh4zyoLgsvFIS+spL+p+OVhtU/ax/PxJZZnuQx3pDC0kHDwKNQEETcyVeJZFSCnYilR/344QEOGcu4McYjjUPWW3CB2BzIf9rn4pan551F9th+f4/VC6L8qhuq8x1uA6EmY6T226tlyf7UqJBeq/wHZ9H+4WoJzpPhEwPKqFcmCb+9fakBedSabDMJHfXRyuFHNIbZrNyn2KgeqMjhZewtEDUZTVcrLlVypji8EYTyCrQIhS/OWpDl4L1mLfXuxSzlf9XM3gPkMJAyUGiz39IxpgDkNgxtKT9enY5FrjI479OqOki24V4azaoaKO97oU52KAE+cYvidRdktnjfZ7SDjwzKZDh3O+tJehJkuYXcVQ+TUvENZ1M3APhX1BNhgMBoPBYDAYAHtBNhgMBoPBYDAYgHslFrcL0STbCag5uDRvfVO92p+f00mFegEdzrnmub6V3/5A38dpVD1+IZooxOd7hoAwAz2ALICrxIOUMgzt37gEjQoXivjWXz1LZwj+14KBIAXdKkCROFACHk0ByUO2ZjK+Kt+pVvcut0U9ZV2spl76dGkwwapoHLMElV+fk3uBHISU1gQrpx+IHviP7Uj95qNIjhb/fv+r1fYvJ6JVJ4nqYCfGtUO/3yy26ZgCKop0S6s6K55G/8OPQMcPdCwpINLj/spd0N5DUTjLht+OlAVMnqqPU5YRTTR2UgS7jH4o6pWUUx1dMxlU59qXVCCge0zhFtO49h03ctBs6Va1I0sD0hBSsjVQ8PHlh/eb6RQOIShWcocx0qqmAefb+r1xg2Cim82OIqFHBWofL5zlm/c6VyG5QdpHQASCRSgtiS4kc6LLTHYsNwc6HBRNXzJCCQ8lQkWk8dy40Pga/URUuR+0og44+ry/2ubcUwagunH/jUsdG0DaQbreOV9qQ0weqw8xjIUSIQbj5PGHf7OZo6O3MQH0A8hgILc4icTXMgDrNlbbTVr+GN5tqD+//qGOGc4kxQinCEKBW0B2jOtBipLvqs5ufqx5gY4AdB3ywljQN9alMpRWJS/hCkIXC8roGMrBoJAO+GoeG+G1Aa4UFCyUIc7TxnN93ZGCEr7HkgW5scpUw7XpbkHXC09u8UDMZqpoulhwruy+q3Y8iBAClB+pD1CK5pxz9Rs4y0CWNIPrEd0deI0GAmYaZzrP9U/6q23KCDluczpUjaulcnxHc86fM8LpBmkEng+sp/Y5HaBU7vid7+rxHWafaq5ikFzahUNHHfU9WSsrpC98FtYg/22fQ+aU+fPVQ2FfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuBeicVgKiovqS8r97n+KVYakpIFc9K83bzCfw4j7awNNwh4n9cXoLhBsRZYrT56JMpi9zdY+YsV6VzVSPoyvkYwBqQK2ZZPsyVXoKJAhcyfwdQct7f1VwoxTx+LZitAL3L1ZwDKk24fNSzNjC9EtSybouh+j5qcqQ7yDcEHDtIQj27hiuA/kFVehdO5ZAF9SCzmqJw/abxZbXMl+X6olfyDHOEW3T/2L3Ku+pkfoW/GoI1D7INF6ek+pADbqqfFr9SO48cwZscq3gjbdL0YfBJW7u+cc51T3R9XEZM+nRxBXvAW9CLoUzoFELNH6h+NS9wPQnkYOFKHIwglB845d/cCDg4wV++9Eo/FsdP4VhTu9IeiSDcsEL8X/R76SrPaJYZuHMm1ylTWGthf51wP+1k2IItZIlxoTJ5O437xsxerbUq0GKIwP9Q8SZkZ6ecS9GqNATEYtwzYcM535gnHGyhChDCwr2QdzivYxrVbLzEhYj6jK0qJOWL2TOOawULO+UFIydvBaruLOku31R/rE7gLwWmI13so6uB66WLRgnyiVdc19kNJX+rQ1oxj1f9NCnmBc+5vbyWv+emeXAv+3zua19NruGPMWOdwwYFUJrmmLKvaZYd0NZ2XPNeitSqb7Wq/vQu4QaC/e84QCAHx3CPwezFEiMfnGhOOMgcc6zlroO+XxVphA90HHR9cB+dawA0GEo0SbgRl+uFhIrU3uka6DynRM5W9rEMahfFZT1AmjLsQwTjOOVd0NI8tdiDp4HxMR4aUMgfNJfPDFn7X/gynCfGeFE70e8wQsIbK7Tk7Oeear3Ti6RNIxSBljQeq59FHaKMcczSDfyDFyo77q20GnhURZYd41uI+U6i7nPPDSPjOlQyq64AhO3nxcGcu+4JsMBgMBoPBYDAA9oJsMBgMBoPBYDAA90oskkjfsXPwlosb0DAH2mdMugSv3rMRgg9Ofcrz7r+LcICpKOfmq+pwhrRNShHn+ZE+m89h6H/8F6IE6A7QejVYbU8+gQs1WIflGgWRYTUuZR81ruTHp//p5zIWL7i6lQuCQcnSDYOBBnWEeCweSQZQQ9BHsMZpj//8+Wo7QagBV4wvsbKeK/FroMSCtlbcPxSjpajULsz3G5BSdEGFXkeD1Tb72c8nz1bbSYLVxM65GZUBvPWUEhy0C6UioF6XGVbvH6h8pL63voL0Zw4aGyxs4xarahd+H5/u07Qd9D3kRs1L//5W+4CWRrHd9EBt17pQ/5geY2zilnkthhjcvfCdExrXCFoZwmEBq6JJg2ePd7Q/JEgZAm0eiuuXGoePXiFwB6v3pwcMB4BDDVizFFIthq4451yB26V0gy4TvL86aE4a/bdfiaZfgnqNX1+vtuleQKqRwUStV5I5zJ76Yy2cbAgUmqqvkPZtvxbdPfy8etxyXs721YEDhMJQLkGHGMqt1lfAU8oWwKWDUoraBvlaAclOgvp7KAI8COhowZbv4tlEp4sA9kcdcN10t3DOubCOMZOqzvtPB6vtQVtzc/a1+j8Me1wE2nd2iOCI9xjDewixQpAP5xGO7XVJ10Z50ya5HB0g4CpR69J9Q+Xz5BNwuijhQFSjixKuW9z5YThBS1R+MNS7QBmrHYtL9QlKKTzniuDeV5lKLHd1T0lXfWJxpTl0hrbg3B/fYQ6ETK13h/t2zgVXcnFoUFq5AzkqnuOUblHS1XwliUB3B241KFNyq7HGfrPcUl+kOxMD3JxzLpiqbqNh9fzNubH7ala9D9o730HYUYPvh5Qaqe7rM+0zeaT+1HvtS2hufgz5YArnD0gsmieQ/9xp+0NgX5ANBoPBYDAYDAbAXpANBoPBYDAYDAbgXl6im+jTdzMEBQz6qd4F3ZfANBzG28s7UIpn/jt5s6lP59lI+y3bcAvY4ap70DVgWMqYqz/1h9ETyCouRFksHokG9Faee/Crh4belFUkoMenx/r0X7axUhjHxncIhQAVQoqE8KhgnCcagvby2RJXn6helx3IVSD1CBFOQZqnSEmLbqqbzbiciVbZgsRiVKgcR5Ha4nFdNHMLy1MHbdFv//f0J941ojHaAmRq1seq7wP133wMV5Cm9jne07Uv6nIFyXLRbNf/HVCy70GnI6CDpuSNS3/J7fVPsVq6p7LO9tUWOejJcA56EX3cc3kByznf0U6LHsMKEKZCCQIowXjod5z2GRwF6F+PPph2dTyvvfv/UahG8M2HU1pcCX33MYI/LuGm8bJ6tTppvRJ1QErROd+UftGrrn86PUSQmVDStdiHywYChPJPJatK4DiT7omKbp7o9+GPRWN31urMo0Yh+aFEI5xBWoaV7pRkUB7DkBfKrejEQSeU8TOds/cl6PHCd9UoQ0h7GKyDuWfdbeE7kEouus3qne5BAd0IHS04m3YCjdujuu6DUgrKM6LAX+neCDUvvbyVJc5WU3XVPNIVz0I5fgxqcDkZVX+TSrW7W7ZUpukRqPIuxiqqv3Hln5MyGrqTlHBeoJSifoyADrhEFFvqszWMj6IJKcW7c23TYQLPjVpDdU9Jxfp+DuEi7F8BZRwIjCimsDkoPvxbX9RRefsdyQUG2Cft6ZmwpMHHY77TqKx513eicfg3xxgDj2IMe76L5G31R7pKLPp4DpxVB3pQdhBC5rRAkBElXM75kqvoFk4UcE+qQWqTb+tcnnwC82F0pudrjHeMdNfvB6sy9OgGhbl6x38X2/omw354r9tBsA7CfoLYlxI+FPYF2WAwGAwGg8FgAOwF2WAwGAwGg8FgAO6VWEyzasop6omaaEAiMXVY+Qh+tgR1utj2ebYkpHk5qLmmthd95odr98yjnEAB97HaFKzgYgu0Bgyv5wcqN2UOebJW1hvRC6Nn+nw/70NKATqz90pU+xQrlkltkgqh+Xs4Vb1kcN+IIIvIW9q/WDPYj0GtDV+I2snBAG1/CQPxWPdQb2qnYuYHAjwE+01xRreprv2vpp9pn+7fVh57shSl9ZdjGdIvxv6q2gSMSXyLe4cmIQthFH6n35eQWLw/FcWdtEERNhDS8AYhFBgxUIy4+TbcM0K/rM0b9kedN0dfIa3v9XHIKrhCl0bzpM2zH8G8HcODcokYoRONW58qpwQkHsBhBdKczjv1iayLhoBTgztAMssDERzAReAVjOqnupHZPsbCFNfjqn5mFCz8+1tgrDJ0hGO4AacBSgwIOjIEGczwu+og0RB0X1P1R+kEzeyD1JczlXUEE8BNIwCFSWkUpk+32FY5GmeUesA1AKEEzTNRzCkcJhoIs5h8JOlU4/JhwQx0EWGwTusc532iPtt+/z0SZoAINkKTDbT7czxzLiFFeRwOVtthzaefc5wrx2B6e6H5o7+lev7BY0kPfjN6strOMA9tfaPzz6ByILKeype3EDwT4VnZ9essnKist3+qcUj3mlb2eLVdxOorwRAypx9K90H3DS8YYxtuSa9vVIgGnnfnV/p9jequNenmUB3gUAzlGOO5bMS4Rl597H1YIoAky1Vn3Rae2109j8IZnCvgYHT9x/q9ee3P/ZwnOBdx7NHlI7qSbGSJ4LX2t3qRmSGchk5bDMlovdH+82ON20UXc8daiBLlHcPPEUKG9yD2g+RW+3OcJzeqv7KF+sB9hlNK+fCMg9xqsRdX7rOO2QElpPq9A1eO0iQWBoPBYDAYDAbD3x/2gmwwGAwGg8FgMAD3SiyyHJnuDdHmVz3xC3S6mMT6bH5zp31yOExkHf+dfIr93AKrkeeQTGwh8AFyDTpduIgrJPXz8gKU5wQrlvf16T8a67M+V6fWfHbWzQ70mT65A92FWyJrMd/V/qTW47tqejJHWEHW0XbzXPQnjbrzhEbp/rmmx3BbAC0yQdAKj48WcH/gCuTgwynPR02tXL1JRenegpfiavPrQvsMcu2TMHA99W+Q+fXeqm0Ut/EW1EsCSvwK1Hdf1yhBndYgscjQn1qvdCyp/LRH+s0Pp2hdqv6Hz0F935Kmp9SmWlYx26FDhW56ciSKmnXRuEHYBih+1hEdKZxzbg4ZUn1Bmxhtjp9AggPmKvjB0Wo7uvOdPB6CfAkZApQNmyg+yiIImucXsd9/KUUibcdj8gbqAFQoHWQ43gIMejrUZD31P/aJ8TFCXq7Qz7Z9BweGb+SUTED2wHmMbc/gmRnCheg6EiLQJhpjnhxhHv+xyuS5oqQ+pb1EneXHdN/guMA2VqsnlPLEf79vNqNC5b0p1E9vc1HXPThaXBaaW3cCzcudut9/W5H+djOBgwmeRzstnWu21MD4+LOz1fbLd3I5uYGkji5MAVKQyrDauSLa2jy+okeqz/OO2r79GvKkoX4PFpgD+/qd9P36PLE65xnGxDOFBlH6E9+CKl9zP6lFmIv3JemgpKveUX0XcEWpf3Oq8w70zHkoStTzPFU5ei04OFCFgO3WOZ5f/wRyoUOfym9ew7EKdViHtJLjtvgYspaRjp19QrkLxiEkHJS+pHCkOP9HGo/zA9X/zs/9Ng0n+vf0EE4UGPfhnIFHkHjS4QthWK07PCTZ9pB0Bvh9BgkY65vz8O8O0qY3f7AccN9Y7sCRJaBbyv3SHPuCbDAYDAaDwWAwAPaCbDAYDAaDwWAwAPdKLEZTUVHJnj5FH7Qlt3h/p0//S6z0LbAddJAR3vffyYO3WKnNL/4MKWAp4c7AT/BBAokAqBNSpylCRiiRWGxBagD6Yrbrl7X3CuEboEwpn/CoIcgWUlCKBaQNdZh4k1KN70CRwmCcpth1bI8f+QblddCnddD3CYIhSPk03ooezNOHrVDfhFlevWKUtOUeGvsXcLp4HCq7fpBVOwg451y6XU09FpBSFOg3pMoo03EZAhhuIUvZFjWUzkE9PROd0/kGJv4oavvUXx1Mqc72l6qDZQOOG2yLW/QnUEZbL0HDok3p7EC6LsWKZU9CAMkC3Td+d16Hv2FlMlbAd19qtT6pdsp/sv6aYf4DEMCGofMO5YVbCG+QLhbjRyprTV3IxWO/LWiyH2DlegNU6GwPbjJgCFunars5Vlgz7CcaYRU2ZBGss3hXdZODxuaqbed8lxP2A7rdsI/zHkh/JjecY3BvmCMySK9qS7T7AFQ55rnxc39sRmP2TbYLJEmaYrx+Slq6fc54j4chLTGOvG3d66hUmRQR5dwc+3ch6fLkXc65uA6JHEJDZnW12emdzrzXUXtvN7T9Mqh+fkW3YeXvDH+IRpAXjiE7iP0+Pu3AneRc90epIj+NFewTUzUSXXqa15AaUXlFlR/nAoZb0YWiXJsbjw60H56d0ekABYSDBoNPJqrXWsN3j3gQ8BhYos9HQVGxs/9MbZ/qXq+xz7pL1/BjyFpQDXScYHgR65PvGJS7cP7mmMrgajV+XD1HFA3IGQ7XX/9i/A2yCuaxYE6iK0eEeTa+0aRJJw66WKRbqpfGqS4QD/Gu2ONzbc2pBS5f8bWOnz2WRKiA1VV0LgnO8g/IKgj7gmwwGAwGg8FgMAD2gmwwGAwGg8FgMAD3Sizmd6It+pE+Y5/ORCUNX/ZX20VP1NPOvoyq74Zwqlj6n8qXW5AMwOA8WHBVJJ0rYIyfgnagJKOjcsx3dA8t5JbHAwSCwGh69KRabuGcc3VQh8EdqB5Qy3QLSK4RxMHV86SfQG/FWD2eN1kO3c9iW7RB690U+/i0EFePzyFryWAqv/dzUcbZgaiJ+rfg1r6HATvpySX4uDq0BluBZBVH9Tv8rjKxz9WaPuWZ4981rJKuIWyigHyihEyitmQ/I9eozY8+k+n9lyO5M7Cj0cEhb4Gubq3TQfrbFH2N+1GGUSso09Gxk2PQUgi5iOHCMnoC95Mrlgn3vPT7NdF5J3kNJQIMtEm34QCDPptuY7X693A/YXtNjkHlQfFTYFV/BHqx/y1o7x1ywP41SG2S5qcUgM4S4QSSiR2szn6vvjn8FGNnhhAWBAvdfaY5kO3ee6P6yzr+qvLpPmU3cAKCHILnihHywLmBbhoNSCa8FfAY5smVKjZAslA4VlmDzJeDkHr1qOEmQxRAlfN6Q9a3P84fggLfeRo1lBGDqgF6t17j/tXzW33NwijGnNZrIEhiDqlNCtcnhCURzTaOTTk/wcFlH0Fcr+FAcISQDDxH+az83R8pT6Kji3YZP0I4FuRTi76e7YstUvmQekyr5w+O+XAIJ4gIrxmJL4Uob6SHojCvbCFAZCBtQu1O9UoXmto9QRIbgSbOIbcqGHKG01I+UdZ1T3VvbPqXWOyjzfAsDDLWp7YnkLy1z/FuhPmXsjiWiftQKufJC1O+h/hlpRMTXaKmCLHJG9XPhO5buveojT35wxPIHyAZW/a1f32GQKSM1/LHI/crEZyUJ9q++Cfqy0UoKfCj/0TP9nyIJLkK2Bdkg8FgMBgMBoMBsBdkg8FgMBgMBoMBuFdiUaN5Ob7T7yRaPVpug/8ExdRNYKyeKte7detTIVN9dXfxLWgOuBFEYKvSPVBG5E9Bm3O7AKPThDsA87tJDzavsDJz6n/Wn++Co8Kl6RbAFamTp1ppzBXp3deiHehoQcqIkgz417vOl5IjzJ4iL30tEIHUJmlV8irMT2+e4yLMu2/64QUPwd9cP1ltH7XvpzCcc66LG5xi5flPWu9X2/9Z98feMctfij6hBCfdBYU0q14ZHg6rQzOyQ5Wjhv7++Ikomet/JbkFqav2G7Td2oJqmq43riHzgYSndS7qlQEudFihc8Wih7a7Et3UukD/w3Xb+H0Gii5YMyzJuqozsswpykGz+HCKledjuCj0qp1M7kO5qG4XqG5cC+OTLjMMschR/1zt7JxzbVB1vD9Sc9GUxvNwAoHcIm/q/rZ+qz5ee6U+W9tSHy3r4ilDSCmWlL6kPnVNWQUpSVKpW69UOTVIJvI2AhjglhJCAkJKvIawk/HHmlea6Jeem0Dhl5V9gqb+vCdKOoK0+ly1vNpB4D7k6Cw5vvmMCjqp6JmVl9XXOIFdyl448v6WwgrgZopgHnDwBYK1xpk64dP2oHJ/YrknTrw20bXmh+qL4R2CYyA1JF3vnHM1jCM6QHGsU1bBPki3BH4+4+902YngthS/lZ9DiXAP2lOVY7WDc84F2339DXILd7C32szPL3Sqp491bE/9tLj7w8+ZdTTfq3JmkG5xrmNeTCqW3tUg1QohDc26/riIDyAxCNVvihAhMd4co+O9cCeAEheq5aYHmMMYJsL+ARXX7NAfB83z6ueCF4SGuXW2D2edLkLUEICV7NBNB88HOC/VIS8KEBBHKVm05n5Sp3sHHJPoAjJ+pu2WMmVcuXau+2BfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuBeiUW7q6WM72f91TZdCkrIGWoI65hm+oReG1YHGayDq9VdUL2iskSYQI3UAQ3Ysb3YVZluP4dx/5tqqjUoSE2sGbAjOCGGMT63SWFmHThaIC98vo9ACrhpLPZUT565N+QTi23xPI0rVRjDDX5XpupVrzR5J7W5QHhBs6OluMUaJfYQjObiYfZAE+Vo/KxUuwTQP3yT7a+2J9AqrLMipLIK9Ds3gRvBG9VJ1sH+YP89k/2FKufLN5JSHB+J+st/pPpYXKrOWo4r9/2ypn3m12P18hjU2oyG8pBMnCFsBubqpEXHx7rP1rX2b4AGTNEXKblZdz+ZwDy+iXP1fi2ZyfwpwoEQWtH68nK1nf1I7fhgQNJFWVUHpvwck903XPHM4B9R5QwvcM65KUJ3KEtqXSBMA5KE1q/PVtvzzyWTiF9e4HfIbrY/WW0n36o+Qrh9xNfgB4G85TtDBEvVLQNF2JYsK910Or8Qpxg82dVJOb8tmbCjbZaDUpn8EO4lY79ek3OENmRory3V9+wYwVMLtimkJJHv5PEQzGHPMMhF7ddhUzDCfTP/iUEhUW2zvGMXssKvl6L/AzxrgrjagWOyhItIrH4wj+Kq3V2J+aM2Yfvq9yClPGbdNQfSozvIT6A4WfQRBgPJRA1uDs0LhE3BTYdSKm980VVigj4e4V0g8qVXBWQVASRJRQMU/P6eq0SAd49up3qfe8CQDcpS8oKhHNqnhAyDblCl9+7hX6PdlEZjEelkzKGZ7+CdZlu/17+BfAddJWvjGQIpBZ/t4yd41uLZ59q6cP3M73/LFtsbLliHauPkAm5QfHQiuIvzalnHO5AeIa5xrXEQDfUeQ8cdvjNNjvx+Q3kopXZ8b2peqBzTI4xTvt+MfCnVOuwLssFgMBgMBoPBANgLssFgMBgMBoPBANwrseCK2yjQZ/ZmXZ/Hk64oBOaZtyIYtu9hKeiVzz9HWJk738XKUBiT81M+5RMBwh+CPazKxe41mE2TgiBVS1kEV7PTQWD9GLpMeIulXVC5Tw6pQfdvRc/e/rno2TrO37gGFQI6kivPsw5WiI58yrNxoTq//aFox8YQtDucEPp/faVrcCV5/cMpz4OO+PEJVnOPwVe9WYrf+n9Nf7Ta/o+/+aer7f/w6W9W2+s+8PT3P/gLlXHwOXZCv+l/oe05nS7QRosd0pFqr9O7Ax0MiU99pn1mR6qzziv//51LmMdvfa3tZFhNyTJogXTmHAEYrXNQ9kP2CawIRn9qwaWkBkqbq4+dc655gxXqDKh5JPqT/SZGyANp+ubr+6mrKkSg/LZeYlX/hqwausfUIbeiSf78wLcUCeDWEONeG2ei0ItE42ryR8c6GP1p9mP93ngp7rBMdA+Tn2pssx0LTLs1aIfWnSG4ipsSl6IBapQhRV39Pv2h5CBeIAiuUaLO6pDaRNeqi+mRON/2O2ndOG6c82UVyw2yit5fneiAFI2EFf3F9odT5fMSdDxkFQ10BI7IYj09pgJd6vqc/8zrtfS34RRBKiECTwKVox9rrmtCYjFtImRnynAmzE9d9Zv4Qn05BaVdW7sdGmVQ0hgPtE0Xi3CGQIqFyj3voz8dwRHnFP3mBsEdIZ4VF3C0SNescghKLiCZCMao/yYesFPVZX470O/FH27Th2KeqkyUQkSYZ7uvVU/Xf4T6mPnjYgq5YQ3PjmUb213a6Whz8ghuRrtwn4HUo46Qkf2/xnsMgsamx3hniigH9cua9SAF3IEECi4TebO6nptnmIdgYMIgIz7XvHkIMgxKaxddyIvWgqcotaXkhHM/5Ra9b3Dstp5l7lQSuirYF2SDwWAwGAwGgwGwF2SDwWAwGAwGgwG4V2KRLvTnu1Q0x0FX9Gm9rs/yCVbxPuuKErwcgWPOfYkF6dP2CVZq4ys4V9AG3qpefGaHC0D9FhRmRtocxUgQDnKxxO+ilbiy3Tnn7j7W3yK4RPS+Fe3z/23vT55k+fIsT+jqaLOb+fzm935j/GKOisisLKkuyOoEWhqQrgYBBGk2jQisWPMPsEIAEVYgwoI1G0QKBGhoaWmhq6qpJCsrMiJj/s1vdH8+u82TmqqyyAo7n2up7uHvV+zye1b32VNTvXonVbdz7jmDD8UvbL0UTcTd5ounOzrmS7Xl/EDfXWwzsEHldIC6QraxbPl/6yzbaufmGQIOsBu+eYT67YnajF6LCr2VHrsBu3VQtNjB/VdXcu7+7/V+ui7/309+sC7vNNWW/UztMZv6O25JuFz8BOMDu2+XCZ0u9DmpRu4MJx1Z1EF7gZYKh+oLUlQZxuLovY3ceNRp0QUdt6BEAObq1+rjwXswQUf9SHE3juEgsKd+z7ZUV+76pUn9phtBiHCc5Ki/Lk8/0k7y+oXmBUMoZh/KuYKBI3fGM5nqz3+t+2AwQXqt8VhGGhMzGNKznbKmPy+4wzqGrGB+X+OfrgqNI1HIdHfIm7re9EO5RJCibryBFQekHYsHuhbp8HwjGIDjYPKhpA4cs/Vz7ACHowiDgniepC/pVYlAmiVcbGIEVTTf6vhwDveixK9rUYPDCmQ7DBqZfQSpEkNKIAG5zeXoJlBW0USqTBJApladz+GmsLShVKMX+e49MR5UvbrWqCno+F5D62kzVr/QpadAhzdqcDAai4pv7Wke8Bm84vi7JSgkb2Jcp0HlcZRWdV5yTWNQFuqN5TeewPFlXw/qaILQGsgiypnaJdqFTYNzrpjoXhkIEnxPWrnwEiEgkPwFqSoVxO++3tABwpNPTeDWsgVJFh1BUkoKqkPNnHNucYl1bFfjZoGgoQCOJCVclaBq9ULUKKmhEmj4FEEyfM2CJKPIbnC3cM45uHek1zoXpRfxFUJo6AZzUC29WEExNYOc1nMBY1XHGlsRpD+1jfVm9ATvYhino6c6poZQuul9rDfDuztz2S/IBoPBYDAYDAYDYC/IBoPBYDAYDAYDYC/IBoPBYDAYDAYDcKtwJ4qlE7nXkFb2Uar0mxga5Me9/rr8/c7Runzak07pq52Odw3qomaHZeXnK+hmabXipaANoEFkWhxkxExy6TyXHoiaOYpbFz2/eWJoXajxo5VUtNQx04PqpKT6JfSI+9LZUvsYQZeUDmEHhLrG0ItuaveobQy89KzKKrkA1m7fRM9F7NVg8xapbX4zke1VjoZmwh7tBI9nGjfffuTbsfzuQmIj6syjOXR2XdzTqNqGJoYcqXWkY4awp3FL2FA1oO+D1o8JQ5varlVH91QkOhctx/KE+jZYKp1QH8/71LVXbSSfdVFXnLOAlU7zDDreDf88/nv4Q2lGO19KB5htQ1f3Vn29ONReg86vpCe8K7IR7qPD+Q/NNKwXx49hCwUnSS8QbeT3BZMDqUvnXogc2tw8lYgumUKDC1ErbbKo9Z7fU3tQX9z+vK9jHmg9jOZ+XdMrrVEhLBKLGAmM51qXl13sbfgC/YK9DfMHKnOccY2IuA4h5SrIMY7r/hqx3Eb9oBek/n62j7RIaF1537VzaVK/CealxtBJ1luXv5PIxnJRaj29LHTM+UrrzfupP363E9WL9qfTibS285mufdBUv1wt1eYJ7N+u5ng+rPA8mSO9cKQyH3chLCY7z72quvkuUj1hJ0YLshSy3tax+jiBBnS+p3tbwTaM+ntaRoZXumfqjl0J+7EL2b/9zQkwBhtaV4KXSoKkxVc5h4Z+gXLw7r/1UUccQH8bYS9VGWtcU087wPqUeM+WDS0u9q8Em358v78e+qXAOrTsYo8VnmUJ9Mi0F42RzMr3pxDPxBLnyXsbLwP8Tg6r0X61zRvv218PdUpqpGcIROT7zXIbWnKs3TOO4/rGcwrLj7c3h/uI8FqX19D2qW9tehvsF2SDwWAwGAwGgwGwF2SDwWAwGAwGgwG4lUufj/XTd4YYugeJJBYPu4N1+VlLGobHicr/3fs/X5f/t+eiAZ1zLvhSNGTjjHZYOoaJYKTsaNvGzwvYe1Fu0TrR7/fjp6JzaG0TLqtpEOd8y6gYtOAKqWuUWFAC4ZCYlSGJjPQiLbO8a01Bj8M6KttWA4we+l3ZfQHabCAqarmj75Aqq71RPxYL8tXv/jfUxUJc1DzXNR60cQ1wIX+y+2Jd/teXkk5MCtFbzzo+NffZgZLCVmNRJmWCtkXK0OypqMMYNoAZaDPSNg4JVh88Ft06y3StS9gXrvqw7trx7QGTGmQS9WpLpckBrLXO8Pk9zcH2G6Qjfqx+7LxBYhhkG2T0MkiCllu6B6bR/U2dkL53gnGA85LynMGyrH4ubq3owdrxjqgfqV7NC8gWQK9xfvW+0DFeYhPpuA17L0qMKKsIclKH+o/5LujuRlp5fIH53P2LN+vy5PsP1uXapfoo21XbxNObrdNmD3RcMoJl2RxShy4kWkvIbjqUPIAORqJf87eq6/TvP3NVKBqg0//8N6rD9z7xjps+gE0c5D/xtcZEB3Zu0UDca0Da/I2o9bsiZ3op5A+0dkMTuGmp9tsNpbH6+fLZuvwg1jPOOec+rkvi9VkdKYURBhGu3U10fzFkYyEmZZ5DWtbBeg2Kf85UvUB9cfCXuuzw2UaqIR87DCnDskSbUsqyYqRnMklzhecRbflyjI8ESXrFR49xPGQGb069uhZDPc8CyLvKla4dNCG9QHosk/d4zF2x7KEesPUMIC8oQc2HkAVwHaGsIu/4tpkBJBazvuZIxL6AVGH6BJaskAIGkODwZ02m6vH5tdhDEmkdSbxIH2Zi4+Z5sx7G7DSsPIbJxCXeudiu8SSoLM92daJ5T+X6NdYO2PvSFs455yb3ILWDtRvHO1weXYo2djM/JfM22C/IBoPBYDAYDAYDYC/IBoPBYDAYDAYDcKvEotZCGhB4m09S0SQPm6LNSSUR/7D51bqc/8B/J//fx3+6Lg9bomu7nzFxTMdz9y0preU2aA64CwRLXW96qHLvC6QBMW0LLcIEKuecS0DdFjFpS1CbOFe0IE0sSqD5Bolh+6KGSIXWL32a/vfIeqJpFtuif9snfl1D0FqDj0GDX3KHLtrvgXZwxy9wHiQi3RVLcC+fdDRWMuhdXq0ktRljh34rUWe/GfXW5eFSdLVzznXaom7HpC2nSJLbUfvXt0WrFOdqj3hMuQBopRQpPpHajKlYR5fYltvV8cHYn1Yr/HvrTN9n+lvvS9WPKXQN9Fe4ULn3NRLOMM6mh+LlWieQlUBuQreU5nNOKOfyLpP7IHmilOJIu9VXPYzfFA4O++rTuyL4vuoyPYO7A+Y/qU0mbBJMi2yd+WsSnUAWSJ+sDTCHsWM/pCxgQTkUEimRNjf4k0frcv0K7jM9JH3C9SIAJ1huxL3VzzUm6CjA/ksxJijXIK194zLfVZ/WLiHD6qnvQjgZlf/eH+m6Vz5N2X4pqUJ02l+Xxz/UvF10da+NSzhajHRvxSM/ae1dwTQ8gkNlBMeCv54r3XOw0lh+nSkd0TnnIjz/lqDgW43qpNFJLjlOXOi711ifQjhaFDjntA+5AKj1JpLBlr4ZlAdS/vVzyBb4mIOUin1XQKLGVLMEz69ohL6HDG75FImSY7ifzEH3d6BpcxvyGrikMImv6Osd40YZxjs4E6zr28McCSFV4Mdof7oz4JHlSS+isf9+k4dqt/ox1wDUA24VnpQCqJ8jiXcXFaSaDGtjOIVMBOl5lJWVzY33NbwruQZkXHi+RkNKXFCExLXE8XTT4NSkw0QAqQaTZpsXeFbC0cI5X0ZXQMbipagijbm49U33ZtgvyAaDwWAwGAwGA2AvyAaDwWAwGAwGA3DrD89bLVEp92qiPzuQUvyo82pd/mKm3b0dcAijQnTTR6kf+PA/+vin6/J/1vn2uvy6tr8u7/4cptXYfUu6IIPrRe3c/zn+9/CMoxvV1Ka3Y37hn4dSiuVW9TW846+xUxu7yrMuzMdB87beqM1m90B1B6wTdnne4JLhnC+/qPWrgwy4M550WrlEkAQdLe6Io7E64+VAUor/8Mkv1+UUnfdiLGruS8gWJgM4NWz7AQL1RHVvgOYcO9CTNV0jwfFjmKUzQING6xkcPo6HkJ8gGKdzT1KDxULtXTz3HRy4e5zUfDrSubItOp+ryB3jpDYZDrJCXTuv1V9ZS58vt+jAovLkfs+ra+Nc7cQQkBD3N78vmjQdqO0ZEJEObkikuQXc5d1Gd2dttVn7SI1ZPxE1fPXD3rrchKxicujP053faY5N72sesp09JxC4zCQjXbuGdlrsacw136qPlj31Ed0j2L/RVOccfLzh/FFUX5uOEYsdSBUmcN/o6b63f9Ffl3O6W2yrH8dPEGaB8+RwsWm81njPt3wJTQxXCsoqKAcJVzjXKzjaNDGWW+8u6SIo44rQ0Awmer3S+nSxklbhdKFyuBHq8F7tfF1+0pLDxduJ1oYI36GbxniltorhepFnuFcy66DEGUDEcZMhqILhDX9zHMO09HH9XMd1v9TcCaeQUrpq1Ejlv5WjUPRQz+kALjYl+/ECCV2JL4UIKblAQFUx0PuGF1wF54pyWS1DvCvKQ62VnTbG70DzebWFZydkLdEYwSnbqkdzG9oJ51z2ucbH/L6Oo1SBgR0B1uayhveNb6uuxURtuLWPUK5xT8fAhSmI4AbRVF93mv6z/eKNvh/h2ZnPcK9bkPzh85LLAeQqBVxAGIiyoukIBt2KAV34j9mhLz3JOgg8aVATo+ISY4UBYotvaX2KTnxXlU3YL8gGg8FgMBgMBgNgL8gGg8FgMBgMBgNwq8SimSCXHfqEv5g/XJf//dbv1uWfDp+tyxlcq3uhfsr/2ew97xp0BfhvP/j1uvxp9966/C8W312XH/yLGwI68BN6LNbB0VgjGeG74Iz6H8OoGnkU0dL/+4EG7AwToHPFdA+55anolWQKqmHOHeaCZ7qO89eO4TQA2mC5L0p28L5PeXbhckBXBDplFEn130dhA84E02nlMbdht6Hv9Oc61wVSOY5i7Va/mOk+lgtKDbBr+5c97xqjxzDWr8OZo4ed1yfiF0cwSPdy6inT6VCyouJgKPo5IH20BP05gfPEwKeDuEu5BiP0yQOMG9DPyaTaOSHbUpsxYIYBEZRVEKsbpB00ZnfOlx6NPoZuCe3R+Uz0+Pyh+pSsdP05aNW7Av0931W5cU7NiT4ffaT5VRtAXrCNwIKNze2DDzQe2280hig9Sk80fvMWToBqUFbBNqMZPo+fQwpBh5qihnFz4e8qn+/pO+kA876FQIrnmucMNWlCApLtafwyFKIFB5POV5BPQL5DCdJqV/ecnGGRdc4VLaw/DOiANITjY3kIJ5mR+mHTHeMuSLB9vxnqXPfiQdXh7jzXuHk+laTrbCYOnUFGm9iOMT4KHTeYqQ0OmiNXhQQSrRhOOdkcgSxYn9JB9Xiis0tX6g/n3M0OFzU8/+YHkkC0foe6TiGTgEtEfK2xlX2s53/yUhcvt7SOByd4kO5q3SqjjXbNID26hlsFXClKOF24fMN54fcfX11Xfn4buH5nmdq/nCE4pQ8ZQUzpQDWtPx1QO+Cc24PUYQb5BM5Fpy0GVNFBhpIfujbMZpqr+a7mWvoW/QW3jhXG3NX1hqQLUowm5BdZou8sMU4pASFKSC8yBJbkIzybMKxrF1hj4MASIMhk2fWvlcB9KodKJ9qCPBTfX634rsi0qNt/I7ZfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuBWicWbi966/Kit8ns1/ab9QVvlnUQ7YzuhqJoE2oTDpO9d42oluuZ40XNVePxdOV8cz++vy3mNP8freJpCU3pBc25sdvaodTpa1DdY4hjSiPEjXWS2R9mCjs8hAdn+Qj/rpwNQrAl2ul8h/OJ90YCrJqh1hAzQ0aK1ERRCWUWQl5XfYf2mD0UNtX6DE4V/2K1jE1uJaNJnrWqq/b+4/Na6fHzW038MQEVfYPfsxk7tCEEDeaRyQHUDWZkUzhU4VZHpGp2vYMa+o/Kqre9Gj0SvcqwEyKuPN1jiGti/GNKI2hXGL+o0eaDzbn8OeqymaxSk+yLVtf0aFCnoTI73ZYd19du1fokd7QggWezCeQVUe9ZB+30KinReHaBwGwJQhxG+HhTVcpJVDTfluc/o+MblBjUH5xZSbQz1mT4R9VhD2McKc4ohO9EMwUQcXJQaTCCD4dyEewYdQf7NJ+tSPENdMWbZR8mE0hJIzkZcMzCuu+pHBosstyDtuIZLCdp79gTym00wlOMZJC1Hom0XCE6p/e5oXZ78WMEd3wQJHgS7kWQgOeQ7p7A8yiClyFE+nfk6hVasuj+Ci8W9tuQJQ0gSU7hVTFcIi4jVj8uR+jdq6nOoNtyiB4kVaOZwQUmWL+kK6JqDdXMFKVD9EjKOK7VHfIWH59uzdbHEGhNfIVhkF2kMnz1X/Q7lblGe6xlQPtXz2znnghUe3Ds9lU8vdAyu7Vie+Y4R7wyEcjC0he5HeYvzCOsp+ihgeMaGoUjzLRyDHiMIBZcr0PftLt4BTiFfmyDsA9fO97H2UNoAWUUJWWAEiU++8fto2FA95pBu1OESNR8hRAhyjQKylGhCKUm1rIRtmbW5BuKZiqGRDv26Zngmh3j2lnMEzLR0Ao7rGGNrVVbLRNbnvvV/DQaDwWAwGAyGv2OwF2SDwWAwGAwGgwG4VWLxYFeUKSmmQa5d0Re56JYft1+uy6S66uCPnyX6eds5554vDtZl0l2jTD/ljxYwkn+geoT4yT6HS0EO+qn5RrdIE2qWuSt08Uj8VPbK3wI/3+G59LlHtzDrPOLnquv0nu6t9VqU/eJQ1C6lEPxuPEVAAWjvycFGqAlcM0jnhKB026+qHSpozB6mt1MQVXjcFAX5xUhUWztR351NRWHGKXahfyGKJMMmWzpPOOd8M3xsoF9uQUqx4WDweyTYmdw455jQMaQmuZs2B11KeQZDAugYsfnv+T6+f8Psa7+udjwJlwwAABWF8VekOn+A8JgYMgCecyMPwU0wNqMMQRVDuCK04bxwAtr8njqseHzDVvpbEID+m96HFKWvY3LITFaNajqOpvXzbb+Rm+jvAAOkcSYake1DGU2eQuICCUOAdagMtVZRSpV1dK0YQRyUeWRbSHVwvpzE3TANS9QpnvBcCInpUaqha88O8DlCh5ZtBL4MsZMc56xd+yENHGvlglIZuG9AulGDlGf6w8e4IffOmGIBqAdLlFXHq0LryquFwot+dabQgCyHk0nsS9aKUuvYg5qei7OV7un4UlKFyVJtewgZRgQqP2mrrtmV6sc5WdJEBa4BIWnsjaWRMjOuXYsdSu0gHbiAi8WF1u6AIR50lcAFwhEkXXA/Kid4tuz2VP7qtV/XPfVFed3XfzQQNDKDZu0GF4tvgqAOKUUOlwNKLArdawkXCrZftgPniaY/bqZYjMoGJAkO6/RU8ypr4TmO95LyAEFeqGvIvu9iDYvx/lXXd0dXWqPjul9XTr1uR/3armmNH51rTFCu4UZ4rqV47mCcRmg/jnFKLPjc9QLcNiSWCSQX86eQpuHdj64hnqSFwTXl7QuO/YJsMBgMBoPBYDAA9oJsMBgMBoPBYDAAt0osSAeRQh4gSPsUP/fvRzKep9H6qMAu3sCnSEL89n2vpu/Pchhdg/p6cNivrOtZXz/9r2bYZb+les/ugd6C8b4DRcqdraRwnXNuiQ27DJiYH6CdQL0EfdAwbewwZd74E/H6IShthh3UhtWUeDxFmMhoY5cnrsEd9Cl2tJOaW26LCqqB0gq7706V9zO1/xI6grdT0WYXI1E92VR05EKGHe4Wr36vIeIppAePYW5/DneLMXbZwtmEMgfSO8yNXxzqnN9+oOz284nG3MVK9Go58Cue1yHXwPiqgelJR9VUD2n64TO1H2UbnTek8iEDwq51TEHXOsGu5F1fh1K/Bu0GRwY6LOR1UIKkza9Exa2aN+hbbgGN++//8dt1+WwqGpyuG5sOHOv6QX7SPvHXmwLuE7W+2i2a6v6WXY3NEhxm463kZEs4eaTXuu9lV2OZThce8PF8H/KAC9/FIlyi7ivuSsc4QLiQ58zTpO4L93DsB3z8HvEEkgmev461+0r1o/uGc85NHvhBRb9H50tdb/awVXmMN25a7z5uQuhPBrmuMYc+4UWmQJCTuRbyRVb9CBwMmt6/+Qz61/HTys+Ji1NdYzBWe3ZaWlspq0iG1a45WQ8uJdfVbgkNLUl/C3Pdtku5TqKZV/ta46MTpI4wNGQoGQYleDcR1MVI/R4luNi9ff84XC+oYe4M9C7AwJKw6ffL/7/QamgMXr/EQyilxE0fh1jHHfqlGPnjIW+S24c0hXI5PB+W8+pnVrDU50VX7ZFnkBFAGpL1NbZyvHs4SJ5KqFicc67AuSgtuZogKCup1noVuM8AMgeOX7pmhXhPSvGeFGIZmu9Vu5RtIsFz3nN3gssZ3yXCruZmMaoO9Fkfe+v/GgwGg8FgMBgMf8dgL8gGg8FgMBgMBgNwq8TiGAbih8iWf4Tkgxx8YStEfnepU48KmE4H/s7JHzderMu/mms387yun83fdlSP+03tIJ6u4G4Bd/VzOA3kS+zKh6H0qoOf30kbII988D1/p3Z6Dvoaf1pQVrEC/VFDmMWqhmNAbXRe63gvpMTbiaxyPEadvFQMn5rkNegAsejCeWGK8vIG6mRUTcneBgbDfNgRhfZivLsuH2zpvG8h0+Hu+7SP/mr5ZF4Mc/zJU+Tdo/9WXRqzI9iBm163Qck8E6V4b0cU3wHG/oOGPm/GOhF3vZ+O5MzinC/joCMJ8go8SYdnll6Iym+eYmyB1p8dorMxJOhY0jzW8TRvT0Y+d0WnlhaCHSirKNLqv6ujoejj6PLdx00Qa9y8ORfNGcPcYdnStSk9oqvEootG6PvXoKxo1QCt3RA1n8ANghKDxZ76IhlpHs7u6fPaJdZAz7kCYxTSFd8ZY8O4HxKLvE0nCrjucD4vIRGCXIvymrwJl403WscXT+Qm0HwBqdtj0ZHRUOO93Khr67j6vifvSYbUONH4YOhIjnUsr1dLFm4DnzV8Hp3lkg4wHGQJWUSJAbGcY4wv/HpMrtQOryDvmoMSz08wDkYYjwcIi0BoQ9BU/65A2Zeg9ZMOnC5iXSs5gwRxQwUXwfQhVVd69DXDdEKE0IQ9SMXGkhSFCPEo26LcyxdvVF7qAiFcKMq5xobnIOCcC7cQhlGD48O0OgSEcosA7VGusqrDb0WIZwXHQTyG1KBO+h/jlG4LWFOKDbeF+ilkEnjEzu/h2YT3hwKyuPSenECyC4T6wH0jTuCM8Ub9kvcQPIMQjwBhIEnir/35RO15fYJ530Kb9/FOE0AOwnFNFxY2B5WsW6g3pBf1UziQvVW7jN/z308oQyrhmpEiXIzP/BCvnYuPDtfl6I1CiqpgvyAbDAaDwWAwGAyAvSAbDAaDwWAwGAzArRKLv/dI9MnTpqiRBSitk5X4HUosOqF4njmOn5S+FIDHfVLTzvUFTfxj0SdnM13vh9vVP49PseNzDC3EKqv+eyBu6fwBnDu4E9Q557KtahmCR2tP4FYBGcd8FxQa2DvKKmLQtkGO7HDsMA+x2z7bFaWSjH26ZHKoNpjtYVf/MXa6ggpNEEAStmD4DnrsrvgaUoo3A1F24z6oOQS7bP0OwSSgQlpwIJjvbPYdDcURXHFaTdGOtPHcJWD/W8cq51/pvq8PVNfr4N66/GuYmpPmab/A/Ux9mo2SjtqgWhZAiQuDJCjJoLShjLAjeMNR4PdI+7rwqsXxtKo6/G++M9C1FzsYH+Pq3cjN55I8rbbVZtEAPO9dMdL1Hn/rZF1+udJ4WlxrTl5/G3KLa0i93qKPapQhOTd6AuP6ucq9r9Umc9w3AzRqZ6B9IVNpHIuKjs7UHuE9yUTCIb5bMARIFPN8b2NbOao+fiBpBMdNPNO90gWD6wqdShgaEsHth7u8J+9pzjJYZH4f8zfy25VrWtpXW9ZP1DaDb4m23fpan88OVY9N56C7IMPFx7nacBTqvP/y6oN1+XKm+5iPROsnDa2zxch/TtUv1EBTONbk27pX5iYst6tle1twsbhm6BBtJficeqm6Ysh562S0sUTnG8NoXSdIuuoIzFkc6hqN42pXCZfjfo7PVI/t3rpczqplEQFcLKLWLS4U4OPDLT3nC4aOICikZGhI8O6/9W13NQa9MAwcQ7cFLxAM7Z/tIPhn4j9/igSSOoyJCK5TlGguIT1aQppKNw3qO4MaHC12ITNBQIwXSDPQeJ9vyIgCjLv7H2gcnCIAp2QoEoJrArhjhJALRnjOM+wo7UOuimfq7AHkIwgZCfb9Qc75GSCcJYdEhdIXSmIWPX33D3mi2C/IBoPBYDAYDAYDYC/IBoPBYDAYDAYDcKvEgs4QDO5YYFv+8Uo04iepJBKUVVyCRuznN/+o/Y+bL9blF0s5nI/gRDFeqNzdE6VDR4Eacsi9/AUqJPD7u2e2jWCAcO7//VAmpPWxazOrpgW565U7OHMwJ/NttRPZYO6Sz7ZAr+6AEhzqmOUBTuqcy+HbH4P5yuAC0ERgRDzQQflQGoQgevdd5Z++kiShJI2DndoxjPFn99Q4+z9TJ40eYbf5RjVIK3ae6/vjJ6CWIKVov8aX0Rc1SAqGT9UXidg3V7+Ea0APjhswYK9d66StE1/CsNzScY0ztTklDAQlE5TXjB+LMm68EVVbA/05eor5hfFO54TZAXaLb7Tr1i8vVO+H4GTRZnRVyfbl/hAP4JSRvPu4iXd1T3QaqLcQUlITf9wATRxPqk3ha0NfepT+Ro0yOWR4T7VkJVowpAeG/pyTCARpjBCyc60BmN3vqRKo32xP5+l85ZvWU8bQxTjIEaYx29f3bwqJ8SQ4uPaqi0UiJC1aHSZUfyuqm7S8c85FI0q3GMqDMpw1so7q3fpC8r3Vnp4Vd8W0AG0MqcLPx9JVcTydnGtchymcJBDcsRlMMD9Am+A5EIIqrp9BdnOmYy7+ROXzU107OVVdU9DSXHuQyeWt4wd/BUeQjUAa9vd8r3qNqV9oPCV9nOuqvy4Hqb4bHiBx5IFcevIvX+hzrDFBXX1SIPSDISPOOVdi7aITRVjj2ARtnmFtLW+QPN4RV32tXQWXOvSv70CEMqZUNIPrxe6GmwbCO1wfrlsI0FjhZPUdSFMv4VwB94kQMoc0hbyA7l1DhGdgEtd3q2Uwzjk3x/i/GGgehpCd5iFfZCgbRd8/hvvGFOMPX80gyaDbROuV7mHyBHNuufFb7g1dz/Wq3NVzI3mj8dT5XOvNLfkjzjn7BdlgMBgMBoPBYPBgL8gGg8FgMBgMBgNwq8Til0cP1uXOM9GnBzVRgXShSMBBHGWiZCbYjXmV+xQadyCDgXM/qr9al/9Z81uV9YvgvP1JS4H0R5Peujxug34jhUazbdBspCPCuU9drXpwmcDnJXaVl5RrXKs8PwAtguzx0VOYyHOneoTd5nBB6HK3PajyYoNJW6GZc9B0lB14FD/o45g7jbN3N2A/2Bel1h/r4sVXqlS2p/tofQkqD5xHSXprg1Lh/a5Q3VQmAi6BvmbZo8uBThZi0CVjUMAtHT/bVx9xJzgN+ZdbOr429P/uTMfVzhC8pxAuFnSJWDU1Ztk2iwPRg41P5fhQ62LcQB5A+UOwD+oOLhnOOTf5lhwjSIm14FaxhKwiQL1LBD6UtXeXWOTYnd1OsPMagR4j7NAvMTTTvsoMxhjf95c47v5vXGFX+VxlSmLymuo0/Eg765uQykQM7njcW5drJ5ps873qfiEmT/21kW4mK8h5EshGaleQWfUobYCTB5whVhhbS5wzhUSCIRKUeTAcJJ75MqIIEhB+hyE2bKcI38/hfpK8ksTnrngx15j9fHhQeQxlevWm+m56prFMt4nmG3/cLHuQVdAsoFFNxy+2IZm4rh5PO7/meqPvksqnTI+fl5DE1F/44Rv5nsZpAGlk4xTP6rd9fQGuKm5XksmSaz/mdjARTe9JIW6Q44V76h8GfTjnXIB/F5CWlHge3eSO4Z/o3X/r68HF4rANOdQHcEV5qQV/1eH4pRsOQ1580p4qEAaCJPh+1oWz0adYA+6r/Skzm11ovswgz6AUomjQ7YPaTRUf7fS9un451txZQhrR6EDPOMBYfqTxVF5pHHAdD2YI7oDEMhkgIAlBH5Sfhmijoth4Ve3iXeyK70pY6yAzoSQj29bzLwz8d7xN2C/IBoPBYDAYDAYDYC/IBoPBYDAYDAYDcKvE4sND0V0t8PyUUiRwzKZc4ufTp5XHv5rt+BUAb/xP3Q/X5f+w88t1+R/0vl6X/3cv//G6/HVXMo6/15Yk41tdGZmP4HpBLGb6+b3e0L0tl2qSZdOnQsMEO9oDn5r+PVaBvr/Y1fHJEMbsO/pu4wySDnphg2oob/gzhvRq1kyrD3K+4wN3ktcudd/e7YBaKxbvHhTSrYl6yeGEMoTuo/lc7d9+A+oK9HMyhovKnk+FtI9Ieao8fA+59pC+UD6xbMP9APRY81xjcRwz013XrYPNpFOIZ0qe+nXNb5AbkDKt475DUNHzXThrILSiRGpA9nR/XWbgCKnuHK4LpGcXPX8JSEDrp1cIGukxzEH3E+FcDCNJxu8uzSm5mznRuCsgaBrEHKi4dhOUM6QT+UZQSDKtlh7cFLwy20cIzbnWugDHUHqQQMrCwA3O4dEjuqWwPv5EL+6rnVtn1QEzNMaPMW54LrZB6636Zb6De0PYSd7SWJk8lESC1112/DEdrvSd+TYoVjLq6IoYThnJNVwUdrfcu6IRVY+1NsbQ8VDnTeFyNGuhgteYIxtTlmsAQ2lCrN+USVAWx77neaf34Ch0iv6FK4UnLcPQp5wmpO7LORfDlaL1WieYPoIWLZCUInlzqUtQVgFXihJhHUV/gOPhrgDnCrpVlHNo0fb853/xWklNdL4ol2rAsAFJGM5bTFWnTenGXdBIUHc8ALOs+rWIEoFVG+MXjkwJwqacc25xT+0JBY8XQEIXrPwDyEmmqkf2lWQzrovQppmOyRcYaJQL7eN5nOuYkyHO6ZwLY42VXk/rwdUFjtvWtcNLOGpNsDYgGIb1oKxiAfkIw9UYrJJv4VnU9d9Dlpdal8otyHTq1W2Qabi7VRvuMWX1e9y6brf+r8FgMBgMBoPB8HcM9oJsMBgMBoPBYDAAt0os7jfkRrCfyrliL1F5VIhSOMbv2J9jR+SHLeV6M3DEOece17R79K8G1bKMeoDdnHWVJyv9xH+aiWbK6URxgxSCdMJ0CjcI7MB0Pjvr6RAi0HTcCMkdnPEItEOveuc6HRK4I5p0Dmm2+a7oiM7Lm50CcuwMrSNQgfRd1qk2kW+C6ooajcpjbsNspfNOF6AzIDOp9SGRgNSAbgK8785rvx/pvsAurl+AWjpHHx9U077NN6LpGMCw09c4G3wA6wSg+7VowII7/Cc+3cfgBLpVeC4WGZwQdtFmI31euxD9Nj9Uv4yeqn71S1wbA5PhD9HC2w7vbgIlGgwaYYhNkSIs5US0XHjZv/G8N15vqXPF2JHNwKKcXbFkOAtkKaD4W2f+rvJ5D84NY3QAxlAC15HGBaRlZ1qrht8VVZz21eZlWzR97Ro8O9qvfoWd4Cnnv98XCZwlllsaQ5TdNE8QJPMI4Rv4PISzTtahcwVCU55J/kQJDtuCso1af6Ndt3leyLiuQX9ijswxxuloMX5yc5DUTbhaStswx9ozhnPFjGs8dvVHbyEL4C1tPDY4Vxfb+k8GENEdh3KUrM1+haQLY7aO9ux/oHugeoJTla4m8T2/zWoDTZLtX/XXZY7T5Gs53+RX164KwUfv6R8vj1QPyh/aGjcBZErBDtwwriXJCMZab51zLuzpBotL341jDbhj5MNh9THfABdDjRu+J8wHeP5BcRJP0afojAKyLzpdOOdcNMQrFkI2FvvVERXFBI5OdTi9HMJlCk4ZAdbJbFHt0tVIdRMXr3vr8rc/eeNd+0WuNW2FYJ0Pn0iy+upC/Zq/UvtlW7hvSBvSC0ht8J5EWUXgPf8xNyEfWW68i/H9qFyElZ/zS8mour/+EOwXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhVYsHd41OEfVD+0ItEq/5m+lDHY1cz3S1+dXbfu8ZVV/TQ07Yolv/3xSfr8k96cqi43xXFkoCbZ2hIDWkAdFRYIqt8MRU9ENdAZYBaoEm7c87VaqIqWnWYzS+w+xn03aoDGcC2jk9BnYQ/0w5Rj0I7JD0LquBcFAzDLMqNnixSUM77pEx1TP1MdFd0KdlMsYQJd1otw7gNY7THAhILmAZ4tMrkPiiSXDeSDqsdB5zzpSKkirde6cRZS+dtXEIeA8eI6UONP1LI7dcaN41LUN0dHeM5V9QhHzlF3znnJg+x23eM4660M3f8RJKJxpnaf3qIYJEVz1PtqBBP4cTxCLQy2otyjnjm000ppCWU4DSei4ZdPBQtGo9xr3TNeIDAkTui1oWbARqXcouiRl0KAneewFkDm+YZjOGcc60Ttdvgmcaa5xaAfqXMZPQT3dPun4uiLoeaO9m3n+jacPWgJIgym2ROB4aNuYauoUPFogvaErfXPNO9MeyEUg324+w90aUMv6BEaNUCFYr6cG4551wN4SWUsfD7dJthebGjcdo8fXfXnH/21Ufrcg45CV1RAloI4PMVHAHqb6sdiJxzrnYJlxOsXY0LfP9SjVj7TO4Ms//B++tyDNeS7ldafxe7aoOd36INMMY5hhg4kox8SVc81AQIXitAy+1IMpE/kvNNSIcKuBaFU8zHHM/aXm9d9kI8anqmlhd6lgc7Ot4t/LXRwX0i7OhZSIcKIkho7wTHnuLutPnvsbuld5d2iiAlPDsLyB4jjAFKJKIpxlzNl04U/CenDBUJ/P4ckquejglw3tVQbRA00PcY4xEct0aQFwVLnf967ssnZyMdt3UoWczFWP26eqvnZYRLe81P9whIL3ifCeSndHZZtfHOxJCcpb/e8N2M8zw8gGMH5K4rvL/y+feHYL8gGwwGg8FgMBgMgL0gGwwGg8FgMBgMwK0SizeT3rrcTUSl3Iv76/Io18/03VjHnI47leXpxA/ueL4UbUkz98MO3C36oi3HS/1UvgMz6+sM+eQI9F6Asi/L6p/lV3PQ2CMYkTf8n+IXc0gpcK5VBo6gJCWmj1s/Uzst4YVfv8Ludvm1u+ALXAu9hCZ2JTjPv2VsD0Nwj6qdg9rcU52SFE4LR6CPs3c3YKcRP/Pha9d0HcCOauxoZZAJ6eNo6VNoDONIJgiGAKXOYI3GS9Hg0/fUATGCMepnotlIUzIsgdfiTnwvKv4JEgOcc9ECbd7l36S1ymNISxOT+xoT3S9BQdZ1/HwPufRoS0+SAXP0LPalKznOxfbPDqqlQPGF2tVBmuPy6l3at2E5Vd0psdiuIRAAczLgLmfMKRgIuNVGUMjqUN9hmMPWS+zMh8vHYheuFH3IHJ5qx3eRKLAomqKdQYkzQCTbAuUJCcdmaAsDS4gmAkvoThKPtThEvTo+171NvqX1llKP+hmoyabqUT/VOelYwmAV55wrMY5qcE+pXeq+lz21ZfNI46asYf3N3n3c0FEo+kLPgcWh2ql9D85L1zomwE530sGUVDjnXN4E9QuZFKUmEUKmZv9Ijkxc99pHGGdz1S+94u796uCTVUfjJlxRQueHRG0dwZUCjkS153KTciFofbhEhE04YmzKIarAUIgc0gRINYIzBY6VG+tCuIWJC5cHOmW49AZZBc/1BwIfqnDY1JhgqMx/45Pfrcv/8o3kMYuJ6rr9UBKEJ93+uvzLXz3zrsH1qnastkomrhIruPTkCLRKEIaRjeAAAxeW1YHGzQprY4CxGyE05OSk512bblyTRfW7Tok+Wm1VyyHcHM8vTCOGgEDx4KJF9TsT5XTJ1UaIEl4j84a+5LmA8L0C7hh8Fno3XQH7BdlgMBgMBoPBYADsBdlgMBgMBoPBYABulVi8HYhS+G7v7brMQJB5qZ+0jxa9dfl6KKpmqw2abujv1M7wW3t0Tz+pn45kQM5d7OOJOIjf1e+ty9/vaddwiC3p3J06WZKqAW2Qka5nKIFP2xRwjYhB682ukRWP3aak6eY7OBepDBl/eDKJvEZ6nLs/dQx3RG+GmiQw66dEo3UCynNLfZE3ILG4ica6IzLIOyLsaF30SKVUG4h7O/GxWz+e+nKXCNQoZRUhpBjcKT/8tpwX6Eyw2IKDRgGD/o7GLwNB8gaCMWC8zwCGIr6ZtiHFykCG+meaX9lT7TBvvMXuZYRQBKAzeZ6IDgmkktB803s6T+PCp3MpL6i9EQ84fV9zvvlS9OLysT6PJgineKH7uStqLbXNLmQVW9AV/RV2ba+2MJ4weRIphNxqI3eCAQ7NU5jso/9KhHJwDBGrJsYBZARFgsCMC91DOFBbLncUouTQRXRBcM65kBKNS51r9lhyF4a+UDJVfyEXgdkHklW0fyPT/+lHkoYsdrWupleiYbOuuMz0VPdQ1jceHaAq4zFccBagfSFVmj3UPTRfIfzhG0i6MkgbgjYGOnbyj4fYsc8Fh88BMsMby14woQuMPq8N4BByonG63Fa7cX6GmLfhtRbzYIx7mOg8ZVsDOMUYoqQg/XKjzSCfcHAhKulIdCEZRjHWeb2wjy2EgDQYQgEdAGRV5Uj3Q6kGHSnCti8/43cChFKFKN8k8wsgDXHBu//W9+tjOWq9t6/58u2eFhCGbMwfwh0E8sYVNGfdx1obnXNuNNZ9LJ5gvRmgXyA9cDc8buke4XD8ah9zLYL87AouYmH1GpY2/fWGstPFQuOxgXC2sgN51yXGE+fULuQ1p5QF4RhMUwaksS3SSwTE1Dbexdhm7Hrca9FUYyZo7xWe4ckfkObYL8gGg8FgMBgMBgNgL8gGg8FgMBgMBgNwq8TiYVd0AcM3TjPR1afYPn6xEH1SXOqn9f4Vthxu/tyPYI3ZGUyou/pZv8AxCUI9Ziv9bD5BiML5XNTQ0UB17R+rrhGkFDHKBX7Kr5/7fz9MQauOpqIIw5mOS4+wUxVyiCYYZ4YSFDf1gLe7ElTrFDtHcZ5yk9XHv9MhdjzviHqpX4nSjrDTPaiBFkn9HdJ3wX5LlN1bBK8swa4tGH4yhhTiqa69+1PRgCf/VbkGOOfc9AF2hitHxtUG+nxyqGvTveP6E127JWWOG35Q3bZhpjZIIWupzUThNN8i9OMxKEjn3LJNSYfubwmJwE7yYF2mNGK+L4qugHNHnCIE5bUG2vIQjUwz+jldQ0DnbpimTx+o7jXQ6KxTtgvjeLheJJAUjP4rH7p3RbOuNmzFKr/f0O77VhvBP6nqtPeexlz/WtKrzfkVI0SEzijtz/vr8vWPNNYCtDnlKElfJ5ofbOg4/g3CDDRq3Kk8Jp5inav57iXhTPdX1HWu9Fpzdb6v/mq80TiYfCKZTg3HUxKTXiMUYgHpCtwSItQhAJ3ujTPnu3dkkG6VIRxgEFhCKdDiUOt17RfP3buiwK555oGEA4zze3DpWFKShcChvsrL7maATvV6lYx1T3Tg8MJ45iqnL+To4Lm+QErB1IVghR36HUgQRgzo2FijeV5IXMqrvs4LuUV0qLFSXOsYTz4xZ5AGrgf5iBcyAneLAM+yYON5UiKkxHOu4PMPkj9KKYIEk7u4e/jD7/HJfcmN9mtyzfpRSw+Uyb7mwm/jw3X5vS1JMj5oaX2Kg0feNWZtnfeL1/p+NIMLVnSDXAAfezKMNmQVvNiwWrZBKUV2oTGUbb4zQOYT7qgvF5Aw3SRJipBts8KzvUyrZaAFPg8RjlI/U3nZo0x0U+5Ku4uguoz3xuYJ5uzwDu4sv6/bnY80GAwGg8FgMBj+DsBekA0Gg8FgMBgMBuBWicVhU7uLadz/Zi6ajnKG10PJGQL8vB3CpDnYUFhk26Dd6CDhIFUYwsh8Lsru1Qf6fLwQFTJBoAd3OMcD0MHIAo/ASEUXoLHnfmWX2N2+6qneXnACNhq3sEt+tgvHAoSDtN+I+rv6BLvQr2G6jp336VDXHT9E6AGoY+ecS2bY0YqdmtyBHYFqWILKZ5RL3u+7d8V4qTNkK/QdaJgYUpEM7iCdN6rg+GONp8alT6FldJ/Abn+6dDRB0832NZ7u/3/Vhuc/1OetN3DGQCPUsVM9mldTef2P1H4McnDOucY5HCfIBtXgTjJEx5AlgkNHjD7NIbEg3R2P4LjRRJBJUv238PzAD+7hNSjLiIZq15wUPCjqVVdzs/2Vv5v7LthpwgUA2ogE7vEf7oii7qYa9P/Dvb9cl/9nX/yP12WPmnTOk3ilQ1wDIQBZE0EXg+q+o6yCa1qAAAcGQdBhgq4GJcZotEH9FXCWyTrqy8W2Pm+e6DtFE0EccIaYPtG9Nd+I8g0mar+iB3kcAkFqJ5JtDL8v14t4Yx6UEQz64fwRQbqRvO3rGlsIdnoIyc7Hj927IhxWU8BFHTTsFGtlHw46oG5j0N6bAQIMdmjDWSa91JgNz/v6HG5L2SdqN4IOFcGlvlscSuIT9tVfDPQoY5WDGRZW51w5h9sC5XI9OPnAuaLM6IQA3hwhI0EPEqEp3RzwvHwieQElGQ7BXSWcMZzzJSSelGIFedEM10P16I7xTbBbUxt8ty2t3Y/rklj89UQhZREmOiWnP2lKFvRmpncj55x7b1vr1duR2nAMOUMyqHbOKqjUoznLa8j0HmLNqGPtQUjGckxJDN49upDpOOdml1onigyy0SbkFpkqVdSp8UTwzBKdRGkENB3xiM5c1e+H3rti7s9HOtQkp7o/ul0wdIRyxvhY8pg/5JljvyAbDAaDwWAwGAyAvSAbDAaDwWAwGAzArRKLeS7a7OVUtE+MLf6nU1EmV0e9dTkkW9KFYXPf36lN2UP9Uj+DT57g93WcK+uA8hzip/Wu6JZnu/oJ/dPX2tFe7mFXbqxbryHnO0SL8Gd555wruds0BhUNCUjW0TFoPte4wK5tyAP6H4J6RdNM90FxIPRjco87d1UcvrdBCY51sp3PSJurL5YIB6idgMpbvbtZPzGcgwKCxCUB01O/1j3NQDnPe6p371PRu9ffEf3jnHN7v1JfznZ1Dbp05LXqwI4c0ob2G/QX6tc8BdXFIYvv1k815nYGorpWLT8Mh8EhlDoEK+7SRbjKVOfq/H++1omwSzz7ex+o3AZ9DEcV3mcEt4TpAXb3bxjTd09AZ2I3fbYnOjgeqR5xHzQnj79X7dpwGxqx6thfwmAfAS7/5OAX6/I/739rXU4CjdmDDy51zsQ3w28latvfOFHC7SPImDDfGBjBPqKrx2JX9atdVDv9JwjPmD7QvZFeXBz6bhhpH7IWSG2iheo3x7UZKBQjsKTxFkEQcFrIDjGnQJWnCCXJdlSnzpeQ3NX8R0d0rWvku3omZG1IQ76LgBQspXS0iEa+XOAuKEGr9n6h++h/B+5EKSRrDGECvb1ClgglFZv1nW/jmXUGtwa6R2ANDTMFtTDEIxhB5oAAEQfJWAmnhghBIcWpnBOKjfU6RKhHMUXoCAI3wi7mJ+Yt5QzhGA4TZ5IKBFv6bkmJBNYnx2ARPGvLDbeJcoKx2YLMx5NVQFrC4Kqgen2/K/gesxdrbNexKP4HvZ+vy8czSVQeNeSw9KOa3DDOu19613icaC369b6cir5O1Bfnb3VeyuviC4RbbMMlBiqOANIhvp9Q/hAj0CPH54u5/5zKO3BkgVRpMoLWA/MoRPhG4HerPkc4iFdGN/KdqWCVoLGIp35f57jvbAsng6QjPWXb4Mux/w56G+wXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhVg/xquF35+WhWq/y8uS890fJL6duCkrrLjS9BDrLYrtaGxWPoT6jZ25XwJUNi25enstUpF7DDWdJahHpCnd5LUFvSZ8S5RoRrQ2C8akLvA+0vU7yoQ21eVusUV9AZLrrQBI6hGwph39KhLZF/Lmp5aE1Gqzp+Z77XW5d7r6U7zBfvrgnsNaQfW8HmDW5zbrYDjfWQGiRVavpYmrT2kW+BNb0HXRWG47iD/oaWjzZxrTfS1rWXGpAXP+6ty0xZmx5Uj5XF92ANhrQ8WvQ559uGJUji43e2nqMNUmgI95+ty9Q+su+SCXT5Eex2MF5p3bXza2m7aUvmnK9RnT2S1jCeIN3vHlO/VE5G0mCuGrcuLZV41pJeb4HJsxOr0X9ce70uv2lqX8T5Sn3xTx79al3uxr4V1LSQ0Jx2hMOn99flGO5H8QJzD/p46oObR2qb5TYGI9sf/ZL20ZZ7qg+1xc45t4JNHzV7XFdohRRjfwH14yX0yPNdCW1pUcZxQw1s+kJa17IFke6GBjmAvpU2djHSJlct1aP957LGWn38cF0umr4u8i4ItpAsSDs9NE4A7SQtotxA/ZUi+fRvJTDOdK4V7be4BLN9sNjF0J+Xl9KuOmhrA2qC30rTSn0w9beeLndDg+zpiLc0L8o+rBepl75B45tfai9PBHs26o7LkRqtxD0HqBM1y26IBdQ5F0CrXMK2jXpp3ivrkQ+kG/4mCPGwf5LoXt+LVaePE93rFzufrstZqQEyKTR3/qMOYl2dc+NS7fx/fPr/XJf/p+6/VVmnHElw/Zqef3UkCM/7ql/U1Of5CHMH60LewPvJHqwdC//30QDWbtQaF3Mk7OH9JoRtG9+b4mPsOzhEQifakul5TNtLL/V5hi0SxcayEM6obcb7JY7BUu+Sc/zH6u46dvsF2WAwGAwGg8FgAOwF2WAwGAwGg8FgAG7lQS/6ojOKVfW7dInPk4bohHiin65bb3V8seGwMTtAqhT+jwlHlFJE+Gm9QOpMlsF6pw6ql1YmsMAiBTHbp60T0tTwE71zzmWHovLic523bIE6OAFthmswhev8B2p2Jufs/3V1Csyiq3PSOi6n+8pGcFkTKX6UGlDCQDD9yoXkDd/dSmeWgRpGI9TPQRfiGhGTtyBBoCxlvudzLAgy8mQ7jRFsaGCjxgRC2mwRMSjudEDaElZLkF6Ey2pvmzL22yyFLCi91hgiDR5N9HkJKygv4RCJfrw3ji1asIVIMcu2YH/XBGW2cQ+rBuhWSARCSDGafy4ro9V3nuoexrp2+kaU5V1xsdB604qXlcdMQW0+SWU91YlmKItGzEp/wfl0LCkF00H7/0B1b/1GE6uhS3ipdbQva3wtaUhtRuoaawlS7lYt3UP97GYJU4m0REpzXADrxBGoV1gc1s9hxffFG53zEyWDDT8U9c1ETxdrnBVIUGOCIu/BOecWe4eqHtab+lsk921jQT2QPMabL+W7/2YTkbrltEVqWHiGNDcMCdLEq+plwTnn3BxJqFsvQVmfQ5cB6ja/J3ki506w01M9BpAnINmOa265xHzeQ5sxzS73JXvhtq7B/su+j1S4GVIyfy0ryWgflnQ8LyUTKRI6YU8XtiUJ4DOEyX4u2OhfSsJwjWgb1meQWxQT6J94rqJatngbmNY5RGzdz9Hm38PYej+V9OUXc7XlF5kknR8nvoTkl0iVayLG9n/56P+2Lv9fuj9Yl/+i/966HCI19Ou++uUpbGxPkc43gEQiwnjPD3U/AeZEPt6QSTEYb473qV21+TzTJCm6TLPTmFjuqs3aX+kalNDWrjDvEK64wHfTK8olvaq6VQtzEHM4b2DOI8GZz8iyqwsGJxsvpBuwX5ANBoPBYDAYDAbAXpANBoPBYDAYDAbgVolFPgGtzR2L+L26fq6fqFcNHU+qa3IfVK0fbOVXZsZ/4RoXKi+xIbZxBEeHiX42h2mDq0GSEYG1JS1P2QF3Mm9aQ0xc9a7y+ivQd/iTIwPjVBvop39udJ3tg2rABvh6v5q+z7dxAVSPkgrnnFv0KGFgvUFBgKZngh0prX9bzKdqmxS0G+tBl4cF0gtX+Lx+6e/wp6tFGer+ur/tr8vjD0XTZdhBz/vOU3IvKq7a2DkN6cV0X5/X6KiCdMTNMU5Kd3IgiooSnHQMKQVcDsJM/ZqnSAbCMFg19I/x+5oglImk16I5p480MGszn7uiE0U0B32Peic/eLYuL7cwtroqR7t+KtxdMF1prDxuard/hMjIr7L9dbmOhv7LiZIF/93279blo5XvxEN3jK2a2mR7R9To9SPdRwYpwYFCtVw0g7vFE6SMjjUuF3BUSIb6fPgU9Gddk7779cbA8dYSULWnSFRE/QK4CGTol+Se2oxU49aXWuxyrN0sL3uqKx0pOJ6ccy7riaKmbCdv6f5ql6r34lDrdf0rUdezb0mqcVfUsMN/9iM5IRxu6/4miw293L8BV/gFUj8Xk43jISWc/kDXO/4z0etcP4KcDa1+3d2BQ02pch3JahEWhquJkmCnY7UlKfD2lxvyM6p85jrX1is4jcSYq+8rUbKkpI6uFFP1HSVgUSrJkkNKXtEDjX2MFL50w44A/45qur/8QrKlsKm1hDIOz8XiG0gBrxc678ul5kg/1+epO1qX/2Fd4+kzyNd+N5cLyz9pfeFd431EMv7T0cfr8sVK6/QfNeXo8q17x+vyr2eP1+UVHCd+1JVkqnagzv4/v/zxunyVqp0e7Kidjo60ViVtX8ZWNHWNZkvzm+Ox/UTj4OJUNhOrLciI4CqT17UGRgu8x/UgEcTzMb2GIwXNJjZeh2qQX9Q0VNyMYZ04L9+/gsHdU4PtF2SDwWAwGAwGgwGwF2SDwWAwGAwGgwG43c1/BdqiAXNw0E0MO2i+/cM/j3tuCc65+R7kF/jFnzuKA7AydfycTheAJTa9pv1quoVm0zVsNk3PsLsSbgezHX+H48HPdCPj+/q/0fsMCqGMQN8lJc5y8xThKFOcB+VVC5QWNwRj9yf7wTnnan0Y29fozIGdneh9hlsELdDjw3c3Y5/MRU/SZHz0rKw63OVbkBTMsHMVVGGR+veXp6CpcX+rH4tSj0EvzvYwZiF9oZk4wwG4s55uJkUdoRwJnT9wD+ONnbH7oqW6XVHA1yeiqNJzXTwew43gStfoPleD0Nmkfqlr115LmrB82FuXKaugO0jW8ZeA1s8VxDH7vqjXxivsuK/p2nFc7QwT5tUSodvwrK3JfT/tr8sJJtKfNU7W5StQugeR6vefj767Lv/91lfeNbYSTaCfHT9yVWg/0ZifLnrr8uih2mr7M/Xp6LGo4fYxDexVv/m+jlns6JjGGdcwf9xwrjIMhqEjzc9FX1PqQWkO5QzZlq7ROFa7Uhqy6qqu9XPo3iCLCgq/f2uvMO4e9XQuBH/ULhFSUFc9Bn/8wP3bIAQFfAg6+bCpMfHpRNKNKFLdJxPIFgaQg137vx1lj9Q+UQxXpT76DE0SYQd9tq3vLhGcNBroIRcivOSDQ/XpfkcPqssQz4RmtbTROeeg1nD97+GZ9VTj9+E/00HTx6L7KT8bP9DxWUv3c/BXkg1wjM/gDjTdVf32fqHyBOFPzm3IwC503hChK0VLUpTFoZ5N9WMEHs2qXW9uw/lMdXkxl0tEO9Z8+dVUMof/zT1prOiOM8eLxduV72KBR5C7l8hqimP2VaZrb4WabyPYVP3JtmQYRws949qR1qH/+L2/WJd/N9Gculqqzbbe1xz89LXkO845V4MLGWUV8yVkMJg7UQMD7RrOXCElapB04nnuOWZwCvFZC6eK5tHGfITUdvyEblXV71+U5uanTA25HfYLssFgMBgMBoPBANgLssFgMBgMBoPBANwqsUgv9Nt3BlowGlXv2KcRdEubP71QiHTo0+z8P1K0lEOE9NLHMUs4HjRu+NU8GesLsdhtjzYfPQGd/vZm4+jRI/0fqYAa8sMpmWDb8D75eQ7nigT1Y0gDqdbMZ6h0/KaqBP9edFU/hou03oIe29ExXexeDuv4wh2xxG7w1q5uahKKNuvtiYqaLWA838W9InN+5vx+oUzAD5jR5wyhoTQl61QblpO2cZTHRKCWKTtikTn2G392vv9AlOlooQ5v7IhOmxWiwfI65leu8uV3Nei6X4veGj9KURaVTCcTjg+O3Xjqt+vknozqawMYwYMqp/tGNEWAAMZN9NsX7l3x9ViOAAMY0i9aSdXh7lmidq1Dj/NeTYvBVd72vpNCCrOCVCw/VvvvfEeuCsFHfR1/Jmpz9KQ6eGKEvmA7xTPS4/qca1j61pctUIo1PdA/GDyzeIrwCPTxslvdZikcUsoE6xmOydpxZTlcQIa1oZaqvYVcY4hggjYGGyQadEtoHjH04t2lOTOEQY1HWjMGoOlnVyrHfbjB1CmPUxtv+cocdyGjApdj3NDJpvNa99f/SOWnh5IOnY3g7nCFsXKoNjhB+EOK0JbZ5z19/oGkJLMnvrwguwIljmd1AvqZcqHIo77hevECjizbOn78uFF5PMOYtl6TQ4eD0+d9r655C20AmUQwgtwCgSrNM/RdAw9PHH9XNBPdeD+DUwYG90Gqds5L3dOPGy/WZYaMzDfmBUfz2UqSOoYUUUL2ILl2Vfj1THKwWV49t1/MtX6+jxei/bT6GX469tfG/kAvF722ntujCSQup2qn2qGOyR7gATuF3KKDYLdltRyXyNpw4kEQyexwQ0J6jWc73DE8+eqJztW4QpgQwnryc2h2K2C/IBsMBoPBYDAYDIC9IBsMBoPBYDAYDMDtLhb4VTsGVcMdus23cEuo05ECYQxwpGD4g3POZfiVHxsyvVAPUpKNc523QD14DLy53apRbXyeTFRuamO8H9CxIVsosWO/yMhZq7gEpbD9BYIWtkFngiHJ0WbervWRKIEI1ERQgLIAtdt9sREyAOpr3hMVtfOpjpseqPsZllIu0Pjhu/8NVavpGjMEhSTnuvHBuLcue44nMNgHA+Yap35nNM9Bv8ChIp6iX+EQECM9pnEOtxW009V3eB5QOAibme9DdjDQ8cyfpzTJOecuJxqcPzmUyftfF+JtZ5Cf0E2DlBMpUoaDTCklQddxbnkyFJSXWz4nGONeZwhFme3qZI0rtAHGae1MkpHpP/qWe1fsw1rmciG6b1BT2/yu1O7sh7HoyHmpsdWLRP09TnwK7TdTtXmjrgE23FaZFGscgeIGU0n5CiVTNYTKMMxmuYVAD4z3xgUo/pkvL0iwIb4M4T7xpaQl+Y76ZfiBygybScYovxT1WmaqeHlPO+mTgT5PrtSWqy5M/2f+erPa1hinnCyAm8bsofq0fiFKNj7V7v5vhBc6LzbZu8kOFlo4T+QNletnDATS4XyeOOdcdIlzgR6vgRGf0ZEJfXx8jcCiV6pr8xQSn0tdcIWgCsYYtDAeglc45yN/DnN8tWRK4wcnDDnuIJPoa8zS2cQF1bKKaIIxBHeVuA+94PmVvptshJq8gBPFvsZgOQdlH6HiDU3C8s3bdbmY+8E1d0Etqg6J6CKxrBPqvLNS7fEAx5zM1Rf/ai7XC+ec+9OGOuBZorn32ULr2KuF7nta6Fn9fu10XaZrxhIPiBejXXyuY/5rh5+ty+ewcGBQUpb7z6lmSxMgRzBJDJlP732tp32EW5V4Lwkg20tGlHfyXVHXLWNKr/R50FL/xG/9V9XOK43f4VPIz2C6xXe/6Z7q1BrfXY5jvyAbDAaDwWAwGAyAvSAbDAaDwWAwGAzArRIL7gike0QKWomyCi/vmqbpkFv8LeoKtBapIcobdj7Tf2SQaGSQM3iyClyjhqAFsCKucalzTg6xMxbuEeXGnw/+/ak8eK/axWLZptsHnCHI7NARAO3EetSu9YXFliQLpHYvv43d4s537+gc6fuzPcgqourjixFor9Q/712QwcUiSVH3PdDYNQTPgFcp+6Lg2AbLri+xWCE3njvq65c3hJGkOn70pLq/6IRCqodG5AwHyXZFud07EE18Wu95195uauCtMKi+vSttz7+eiVpbNrELmLw+5BDXH1MOokM8Q/RmNXVVpNVt5Jy/c5gSkhQseDLWMVlbg6j5uTjgRsbJfDeQ/pusIM0BX70Xa2x2YW/zFAb7/6v+j9fl//n+P/Ou0YyqAwWSOlxBFnALaYhivXqoY5ovIZlAcy4wTtOxjlm2qtuSkqxo6S84lFxsfQ3Hk/dFq/La7dc6pkx0rlUD4TsP5HpR1DBPL9R36bHOk90TfbzsIQDoEA4CzneVoZtBDClbMlH7ZVtcV7o3fH43xHCSmD+ANG2k+w4zBGu08XBCkS5MiYaZc865+gXDsSCjgXsHn4XzBdabF3CuwLSgsw7LyKzwKGMGH5E+3nTcoESrgeffAmFanS/V3wyGiUdwIDmWlKc8eIr6wdEGMpb2KyxEkOYFMZ45+z2vrsFS87EcUUOCuZDjWUF6/IZr3BV12Hfcr2tS0lWC4R6/xRhqYeJNIIt4tUTnOV9iQenXfqyOreFBXg/UHkeZ5mo30px8mevz3Xq1XODlTPXowR6L1xojqMY557o9yKngntRpakxcDfVylc0gl4HEonkC9zM8s/K22pXBHwvdjvc+VDI0bOORtUQwGp/5nI+TQ4RpUTqL8eSK259T9guywWAwGAwGg8EA2AuywWAwGAwGg8EA3MpL0G0hmVQHM5AaYviGF4YBlrixQYHTWJtOCpQkzBF0sWqRK1axeYZdyjhPMtXnPP9sr/rne1632Ggd7vYdPwDdAiePEGb4NVCN0z3KOHROGlhnkA0sYdDfPBM1SXkGZSyrjQCRHBRcAC0Fabr2ESQPS4QAgK76JtTVTle0zwR0dXGhAZUM8DnGGRnwAPdKGcEmSKvMtyE9wE5thrxQOpOOdMxiu/qYvAMaJkU7eQYpCAzo+ZVtJTDcz9WeVwvRVWmim62nMLDvqXFCuGO0j9WP219oEr7+MwQiYM6uGhjkqHe49KUr1GLQyYPjmuM3HSB441Ac7mLHp+Dvgt9eKOTkO3vawf18KrrwoCtqshWqL5pwedjGYNmM/bmf9NdlyieGl5pAYywIT7o63iW63rILuRXaLMBY5pjj+sTjPXeRjZ8rlh3M2xnLGo8MBCkjlWPIGeJVNY1IWUVZqw4fCGc6T1TX2GXgyN/UQ/M5vVK7zg+w0x3uFrUr0bYrhNDEow03njuAa0Y8qP7Np8QyFmbV9GwBqUaQ+88p9veqpb7k8yLf0rXZl5Q08blIGUeE8wQIIuHnlOM0Lii38KrqPWObp2rnxhnkiTt6KCfor/LTr3UiyOvSa52Hzwo6XeQN9ePZTyQraZ311uXO7+RosQnK+coZ5EIMj5nf4EAQbc70Pwy61XSxZvwX53LgGW2rnf77XTk41CHDSPCgaoa+hCvCQyLFC0sfTiVNSMUyDNQIx79fU3jRV9P9dbkV67s1vBy8ninU6BLPmfdauofWlu/8EcMCZgzJ3+IEmtWuBvDWNsJEXikEhVIl790Ka9jmmF0fD6mGg7tFtGFSkkIS2jhTnRaU/LxVezRea7K9i+OJ/YJsMBgMBoPBYDAA9oJsMBgMBoPBYDAAt/LnaR+Uk+e2oDJ3INYvUMauQdKIwQbbx5/Uea6GGAWPHqtxNyLqNLkPWgpSiLzGUAgd3/sKtBKovwLOCcyfd865EKb38Rw7NcFANC+oGcF3QdkFoNmiWfX9MLCB9W4dg9ICJbW5OZ/fSWgEP8Cua+xuz3u61w7M3IvZuxuwU1aRYecvjcI9Q3BvbIFGPKdcxQ9RoJvJ+KGu0X2OIJS96uHN6zXf6v6KRLwPnUnqxzBX76AfH4oGPICL/69OHnnX+9WZ6Mb/yT/4L9flR7uiG/8Xn/93KuuaXEFWcYPp//AJ6FLQtvODaoqq89XNfxfzvAxd8cbQFXaeY76sWho3zZfYfn9HDLBD+uHjvq6NRaMAd70TVvcv3TD6hX+vf9b6fF3+T+vfW5eP0t66nKYIfUGYQGtb/T2/hkMF3AE8yYo/ZCs/Z79wHXLOuXAFx5QW5A2Z2p9ShekDhDngu0vM7WiBi+9p3KTXWFd2EFpDuRrkD8HKv7nGscb/7AETanDMqdqvQOgSafr54Q3c621As9X6lAjhELTH9D4lezqGcovllt8XdFtqv8QO/B7mxQQBJHA8GiPIoHGG5xSkCrVB9XPAc4nqV7sotU79vojHGr95rVp6UDtRfxV1SFzuS+ZUTtRf4QXmc6H+DUcawDnmf21IWQnqPUNDOufyoeoRMgRkpXlXwnUgbKvDCnzXlTdNtptR4CGUYc34sCM7I0ovvg0npP98trcuz0s977ZjXwIyRzjZHC8yDxJZgZ2seuvyWSapwpNUL1QMQsqwBk5WkkJs1dUX3UR99/VcdX0+kVwtz/21Ma5D7gknqrKJ9sfDc5lh/d1SfwVnkMpwbl5w7OvzEg44HPtuVT32nfPfI+mqQmlThHCwYKYLUjbKcVYF+wXZYDAYDAaDwWAA7AXZYDAYDAaDwWAAbpVYrEAnN95W/wzOn7pJEQ6fVO/grs18jUWY4Wd3sC8M5WCgBakvhoN4dPCE38XxoImXHf0sT9P1vEaKf2On9hbvSf+37CAQZOVTAb8HJQ801Q88dwC4BiA0hHTm7KB6t3n72G/XBXZU07if1BylBkWKnfXYQfxvuzt4BRomgmykQOAGaZhkCNqrTR2G/7dcAjqTbcW2bR/BPaInKipr6fjL74nWb1xCQgN6dvoA529AOjTXvX12crAub/3KDztY/SOZzXMH8v/p8z9yVUgv1ead5/p864XuZ4WADrp9MGwiZVtiB/wCXvaRz3i6dEDKmCE7cPvYVVtSdlS7QMDE3kYi0B3QbosiJBV4UBOV+uVE7fcfbf12XU4wPvYSHT8q/fmyG+iGP2iLSv20pv5bzPWdKQJLQrhm5Dtq9GKkcUC2cIWB7Yf9QMKE6tUG/hzmWpSMQWF6zj/V8zNccs7TnYUSBEhXQMXXjjRe8y7kFilkZXBB+JtrQNbWgDzpsjqYJW+ozTiG6ufvLunywj72IG14X/fXOEIoCph5Bklx7f7brjmU3nEdU5lShwzPlMYJ3C1ueOLWL3TfKQJOllt0KcHx52pX9rVzzs0P/L6pqmtjrOuFQ91s2YLEBfK64lRzJehK5hBkGpfJuR7IHfQpx40r/edjuNV2laCsoqm1JID8r1wxeOrdXXPSsNrdZQY7rp1I9/QZwo96odrsPxn/aF3+93q/9s51DLuGOhbqOnSWTxI5SyywIIwKfXcMK7Crhdp/v67BPFxV9zvDRE6nSpKaT/3nVA1OSuymEJKzMILsizIMSE5Dhr9BQksHl5tC4fgsSy51/sVGUFg6gnwQz3++91BCmmzBTaeofkergv2CbDAYDAaDwWAwAPaCbDAYDAaDwWAwALdLLJowxv9HohQWx/qJv3Gqd2xslvQy5DOEe4Qr/53cM8cvqj/nT+ghdjbWrxEQAf6JsgrPgB0/rZPqImVJKcR0Q86w9VwU8gq7ynkNTxqB6zGgg9TmqgUaYAhz/ynCQRagc9NqCp25484517wgxarPeT3WtfMb0TwldnkWiw0O/g6Yzapp6VUTrhTXCEXp8hidp3mKNlv4tAjHBCUy5Q0uJNytHubVgTSUyjTPaUGCXcMPMDAXOs8S0ob6xobq2bFoxH8++Uj/MdL4iqaQGiGgw6OPcD/tl5qPs/sIB4FLQfNzjZvxQ/UJZUqbu4OTWfVucFJiTZiulynGCnbDk269K4an2B2/r6CQ9xuid/uZ7vUUu7C/m+rzF3PJMw6Te941TkLN4a1YFPK9nu4pg/MF5UJNBLiMQ6wlNUgvsHBROnT5PbV/7Ro0JWREk3v+csw1kPT/qlEts/JkHLu6Xo41g8ERnmsGi1M4/Oxo4kQz3X/W8etQP1V/p+d4JtzXhKZcoPlcD4hwpO8Of/LAvSvIlO/8Su00fJ/uHTh+VV3mGKcLg3O+FKaupdKjepvHajc+H3KEsHDuNS4QwvLpSx3/ow9QJ0gH4U7B50A08GUpdThA5Qh34dpYTrR+FH1JaqIHmi/FCA4TOwqeyDD+irosXIbvqa+5XjffQMIx9esa1CULyM/k2hB2JQUo6aQE6UUA+d83eU61YslULjON851U43FaSLrRAf///xj/UMdD6/nTyXveNf5eU/36p4236/IvF2q305XKAzwA6d7zZo7gj5mOqUeak4NltcSCMrGLMR6EQ38Oz7B+R290rmwbkwRhHwUedOFc45Ghcoud6oCq+jnGoreW6pjVFkPe/PfG9pHKCz63z/iuVO0oFGDdY8BXFewXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbhVYkGD6AQ7HJvvK+DgqtbTMdf6+X34AGb726JIpr/2d63WQFd5Uocb3DHobpHTeQGv+qTpHehqSg1IWbZfgFJ5CEqw7f/9MLun3/8jUEiUdNBsgbuGCU/qEekLOXZdsn5eQAnkGcwd35Qg+AEp+j6DAmieX7R1bwEkBUFcTefehnpD1NXoCjuecYxnIH5V7WSSg24hdeKccwuEHxTYjOvJWrCBvnXM0AVdvHmu9uQucS+kAaEkDM+hbINWK4W/Odi1Xun/5vugg47/cAhAOlZ/NRBqwrmyGTDxe0zvqSK930pCMHukipcbJgiNY0kQ8ibG10Ads9zVHPEkP30dM/6oV1mn23DvidaVGJM1x8j5b+7+al3+MNEY+DzTHH4z1bX/REzt38IOTP0PmmqfFSQWdQSFvM503rguapMjs8Au73BOml3HNM+wKxzjMlz68havba9A3z9R+3MeUYLTfKu+COeQRnRFnYY5KNIFQgKeSCvHOoRL7MI/820e6IRQwOWgcSSaPm9hYmCdLOtqnPbXSLq5Kyghg9yKO+L5TGCWgyffy6vXdOf8Hfh0cWqewkkBbkOUbvW+wJyqcZ1QIxQfPtbpMZ+bX2pO5JS7XKP9rySRcM45d18So+Ra7b86FJUfIGSKZTfHuDnAODjXgzraVZhFeIo5e//ZusxnZ9rGtZ7ILcY556LTvs7VU/2KawVpBHSogKyCASKbLkd3wfkc7yJQJyywlkcYXF9DCrGHRKb/7OI76/KjZt+7xtdLue7sx5IVRVjAKatgMEkz1APsN6P7OqamteByrjFBV44I0sbX1711OeCwzv0xTrkBncPoJlHU8Gw610HxtPoZVLvEOTHMMjR9fMM7Won3kNq1f/7mGR2q4FAz1HzM63TWwOd/IByEsF+QDQaDwWAwGAwGwF6QDQaDwWAwGAwG4FaJRVjTT/atGmjzmfiI1oH4qkkN9F2i38o/ONDu1FeZL7Hgz+4MKaAxtEdvMa8kqqbTImx6XeI8GbO9wUpNfyQeNpmScvOq6tHusx3QC5A3kLLLmvj7A/WeITucAScpqPVljzYbKg6fim6a3Kd7g1/X7tdq/2QEA/Ab6PjFvmie2i+gTfgGQSFLGIiHiRqxfqLOXiGsY96rdreg/GH0xJd6kALiDnMGhaRj3ne1fIU7XVcIZmieadDREaQ2VP1Gj1XGJmjXPvKp8hxSm5qYQwezBa9O3S9Fs4VzBESAJiqxM779HPKJ+6pIHbvk8xZ2nrONhj7dND+UGwTlOAWCHdILzfmc0hzuuB9Vm/DfhvlSdbxfH1Qek2Ci/3yh9t/heIDe6l8MPva+30tEd5PC/Litrf8/uxbdHYOqbGINDECRLjDGab6/6jGUQ+03ua/Kto90P5MHG84Qlzrv+KnmJ11z5j2EF51XU4fhVPWOIeligAMDR+IhXCw66t/5oerQfOH3z/Rbos7jmeqxAs2ZDhBucSm6uWxD/7CqdlG5DchQcDEyjjqvdS7OVdK4nqvEJdZ+6iiccxEca7zrjTEmKI261ByePtbzhXI5BkDd5CiS99DvI8kf6DRSjHxZStikXkD1i9oIS8D6EbbQ/jWNX7pHBAjrcDOds9yW3MILMulDYom28Dl+51yML2X4P0oplngByN99XbkJ81xzcrTSOH/alGzk3+l8riphTEzx4jLO9N3jmWQYzjn3EAt+L1R7PqzL3eIxgkJSp/ujtOxtu7cufzo6XJfvNzWPvtM+XpdfziSPOWxofCxwz5/Gvtzl4125Bf109XRdjj/VuFk06MZVLXFN8Yxbojk4PhjWk2FoJXh347th48yfj8st3UfrCBImuLZQ8hdMsDBwDG4E12zCfkE2GAwGg8FgMBgAe0E2GAwGg8FgMBiAWyUWvZ6o1HYqWmWV67fy8Uz0QgxJRgBq8vmFuOTs+/ip2znn3ur7zWM4OnDXNwIj5js3mFDzVR8f0xVh/gR0GMyp4xpo7C/1e3/+gV/XbkdU0QfbokW4k5RG3MMzyUm++/GbdfkHXblcJ9Bx/PNThUgwrOBopHM2kb0+H2C3eBOyCOfc2SegygYoN3Wv6ZE+736p79a/q3oUv/ide1csz8GZtHA9MIGkLKOZyq232E0PiUr72KePVw3srkf4DE3Di0g0Iimg1imcK+iQMkSAS7M6UGXBkI0rSgp0/vZr37S+hKRhtgdqM1OlGCRTYKf7fE906U0BM40TjdNkVL2Ll6DkhnIL53xnmDpCJUjHzx6KMk6xazh6I4ou3PGpxruA7hE/vXyyLn9/W9ThHzeeq66gICNXTZVdL5vevx9AW8VwgAko1g87564KZ1Pdd7ejDh8s1EeXCC9Z5pRYaaklrb+CpIiOJc45Nz3E8ozbyyFloVxg8AyyG6ylKcZTXsfO8AvxmXS6WG3pftKXkscFj7WOzx+JWnfOufqJnhVZ74YxC1eU5fcfrst04qCTxF2x/YWuMd2/qT0R4IJp0f0a6yYuvezeHNrS/UrfWW7j+fWL1+ty/kjuBfUzzc/5gejqBAFQ8QVlEhpndKspEMoTkRrelMGtQNNf93UYj2EYFAJBHAJEvFCOB6L1yxRrWF/17nyBYKZedWgFZWLOOVeOYSmSV8trAsiCGNrkn+jdpTntROvbTqr7/pen76/LV0utER+3TtZlShjmKzxnNoInXs931uX/9fDfX5cPa5JGfAbJxKt+b11mMNG9ltr5t8cKc0nx7vJfzj5cl3OEUG3d03fpbnF97lv8/OVrXPsV1wwchGE3ewgZDZ2oMKV6X+kLk3t43lHKmlHyVx0Alkx9aU3jRGtXDvkfnYAoGwu2MaeOIN/5A44W9guywWAwGAwGg8EA2AuywWAwGAwGg8EA3CqxaOEn/ghc3nCi39ybdf2ePpjqZ/0n9/vrMqnTo5fYuu+ca11Uv6MzOCHEr+B0LCBNT6oxT+Ek0eaWZaaJwN0CtEHK6hxv0ETfEg1zPpN84myo8kd7oiR/2Re9O8mw6xX6ke/URB/3aqLiZqBtlqAQ8oKhJAhNyf12fHygraQvx9qtmrxVPRh6wd2cwQRbScNqmv42JHu6j+W12nAuVsqlfRwPhi+eY5c3eM1l5+Z60HkkHer76UDjN0aoihfCgoCEeKKBlnXTys+XW6gH5Ah0umDgi3POZZBD0IFgRYUQ/hFNVO866hddqqFq2IlbdDXOsg7oPri8RKCe2Ja87uZ36JzQfq0+pawiIC2KHfA53A/uivGVrkf3iKJXvUa8zrSW/PVcu64LSC/qkU/p/l9f/GBd7jV1T2+vJRn402fSG40yjV+uY69Bhe61RRMncLRYYI2B/7/beqFjlpAEtU58ui+ZqA3qV/o/BoIsOlgPIE+IZ+gXTHNKHkpQkJ4YgU4SCelLfDfwHTfC8/66vHog+QSdUGKM6xD3kzcwN3/2qXtXRLjXGoN8ICeJfNWTPp9TtoR1Ng2qDnfOOReUlFbBKacrGje60lwt2nhevsbxbH84T/C73HFfNiCVa2h+FUd+aEvQ0LkCyi+acLG4gtUApBThoaQhDAdxF3J2CPY178qx6spZyheLYFrtvuGcc8XM//f6OEpAJpBh0IHAS+V6d3eL64XWm8FSbfMfPEQYUe10Xf6L8Qfr8qvp9rp8OcE6WfcHGiUaKzzP/uPdP1fVIRudP9F9d0Od61dLBYX80/gnql9LcjAGH51mWs9eTiXzuJ6rrnTicc65XkN98byth3U5QxAHwuAKBI3QcWL8GJJCvKPRYWZ6r3p+dV5D1lPw+e8/Ayicy/HSFo/0Psp1hdKe4h2cUOwXZIPBYDAYDAaDAbAXZIPBYDAYDAaDAbg9KAQ/wW+l+vl9OYYZ/pKG3th9v9KppwgASM/8S5L6qsOoveAGbvwav/VCdNp8F44FlF6AJl4wQADBAnTMWILCjcdBZdk5P8hgvyU6I4qQez7E7v2JbqKTwhEAVAtz3E+nkmowjGU+R/ulcCC4Es2Wj/2/dV5u6/vJFRwPzhHAgt2m7SP847K/LgbfICgkW6DzItC+YMqaZ6Be4eCQQBYx/RChFUufDmodq75zOEOQMs1r2NGOQIwAZv2LXY1lynS4G3byQO3c+Vo3sdhXGzfegBbdMB+n2IAOEDu/6Os/QI+XcB3gTtywpeuRPooQBFG71jhjyIgnt1jonpMz1Ns5N38oao7SkiKGCwDKAVwwxt/T7urGiU/73gX1LdW9luja7zdEIz6OtfubLhadSPzd56eiiSmXcM6XSZAaXfTVto/rop9/OpN0o5HA6QHnOR/54UdrBNXlySFCOeaUg/lzeIF1KcCCmMHBhTu9PScUhNNE+JzOJumxHD2mH4mGbf1au/VLUP+rNsbNeMNV5qFo9/Qa4RQT9enkfY0t1slzwPiH33XviulBtUNIMr5BpoflKa/xAYG1arHpigDXHKwxnHuc9+VQzgEhPi+6otyjSx1T1sFRDzAnEcRxU8BBtAftmnPOZXBrglSBdfJAZwjewxLn6WiMBzP1aYk2K1tarynTC+CqUVIu4TaeLwxLwXnDusZgyfotbtDN3BEFXiwaseb2RVY9n3/SerEufzGSbHF8oT4td/13hreJ+o/vU/+H83+s76/U97+71Br60bbWveOJ3ivO4Wr189WjdbmAzHI1xFztIfjnBSQfXV9qcIVyONO56nCoCG5QJzBULYETBR2c+MxftiBxbfOdBGFse7ru1iv/wssd3V+Ycd2DnJEhPqN3fx45Z78gGwwGg8FgMBgMHuwF2WAwGAwGg8FgAG6VWJCCWCLDOxyq3HgqajNLsYM7A7WD85QbjD1/sl+JoXFzUBUNBIWEN/zET8qubHJnNy9GqlEfFykpcVJ0/jUG2GV/BAeJbe6GvxQVEk3098enxzIDnx2IHm/FogFOz/XdktqQWNTEDAbgLtHnWW/DYB9MT16vDrRgYAapV4+6+gYG7OX0hmHFQABQnrUrOA1ACrD1UvVIT3x68OonoHQRCJBei06aPBFVRmPx5bbomWgBVwm4TZC2qfVVWRr9czf7Yl9jo/7WHzjTZ6LZglX1d9j+jbdwRTgRDe6uVS6/rSAN0pnxhY4Z/bHot8YxwgpAT2XtnldXLywBrhTNLyU7CIa6v3JLbRzB3aao3bq0VGKno/sezSVM2Yl1vQ5o2FGhvvhioflFucTpzA+0eNzrr8vjpa7Re6o2/MvrZ+vy/Yba88VIY244RRhGrHlUFKSrVZzv6R/Npe5h2iXV6C+OHIOUGOU1fE6WGdfz1lnMu8a/kuSkfAJJzEvNr+UT7GAHRZoeqS3mT3peXdnbHMt5U/8TTzVPoylcLBAgEhQb69gdwBCPHM+Q+jXoWjwTmie4Bh0+ICkKNpa9CM+I+AoyAYRYBBPNsWIB6UUgejeka0OC+wYFXMwhTzhBBz95oDLmphek4ZwrRvgOr7HUOusFJEDmULyVawPlGXSMKC7kbhE00OAFHIjGup/Sc7rx3W1yOGVEOz19ZwrLA0pAGF5C+cgfCHyoAt9L+nPdx2lNMrhZrnbehkawDklGWNe1Jxd+MFFrV/c3wnrz8ws5vdSi6peaBhx4RpDFzY615sb7GHN0uEIgWDZEm+/o8+Zz34mGwWt0nFhuq/+SQbXcIuTxPcq79HmGOcj3OD6DMzgsUSLVeOu7nazg1sR1s/5GErwSwTqUim1KIG+D/YJsMBgMBoPBYDAA9oJsMBgMBoPBYDAAd+ZBab7vySJW+MkdEoYYzg7LFX8293d5ckcxXRW8z1fV5UwbMl2trzLdMEYfkQeA1GCMnG7cQwi2f+FnmrigpnP98FABH788k4l3cQqauavK1iGTOMOud+5sZfvVtxEacin6J5xgB/yEpul+Xdl+9SseBykKPeRfiz7ydi/X3j3wIZyDjmuqzWpXoDwhoRk/UJt1n4Maauo8w6f+Tu3aQO3Juvc/6VQewx3SRVq9a5Y7/ymFKBM4OOBPyjpon3CBMJEDDEznXAGaugY3DX4nr6uPKU8IEA7gGnJnSE5FJa0OJCMocZ+dX56ty9OP9d3baOwIQS0ZQlEWDyX/SbZUV1Lo0RDuBeN332Fej9GGoE9/MxUd+eP6q3X5xVJj4hqLwYcfyIVhu+bvXv7Xx5KmhAgjud+RxOBsovlJicV2Xed6G2ucbSEcYAD3GQYT1S/UL8gJ8uZg5g8b17hwleAYTGaQCNVwDYzluA8HnQ8lu5k+xLqy4NqIMQrHhiXGQLA5hOiqAPmE554CVxUen3XVZmH27pKu2eFNgVHVMr36NWh6uMeES9UvvvRlUmUddHRfcy9IEd4BaVoACYTraaw4BGUUl/INCBG+we8GlEjQ3YJuDhuUcdCGq8IY6zqP6UJ6BHlCmfnBOuu6DnXP4RbWmxHcOqaQW/D+B6C9l/75A6xXJeUnBddurL/Zu0spbgKdtq6GkkY86vTX5YuljvlPz+WwcjyGlBLhQMnXaAPn3KcdSb8OttVWq1wT/3qka9MR69VEYSRTSM5cR22wgmNUSYkFHvk1uFgsJuiXDWzKitbfvyHMLevi3QXXpnyV73QZnCsoGaOLBZ+V7bcM3/JfVVdw8qmfYX1j6NAQug/IAm9yg6mC/YJsMBgMBoPBYDAA9oJsMBgMBoPBYDAAdw4KmWT6aT5vYlcjfq3OMuzEh6n+ELvb0w2GhFQdd0yvmqDssJubOyHpyEDZx2wPFPq8elc5g0VWbe5qxq7yjs85BJBovBqJ/lhBQkKaIu5jB/eBKthF5vk1aKkQoRqUVVA+ESD/PB2C1thkTtB+6YA0og4pca8lDbZ7oo9y0IB3BWUVAdp/iR373ec6ZrYDCg2ULE3/Sb0459z4EcbaCVxVLnXe+TbuCVTZqq7rJSt1GK8xe4C+uyGAIWtucOLra/m0TQzZQjTD7meEDMQdzC/QScuuPq+fieJfdSHJQBZ9ATlI9olkFbUr0FAMR8j9uqZHcqsIHyk8goEI5c9+q+MfSf6wfKbrsU53xbe6koR8He5WHjPFxP2L/vvrMoM7KGHi584516zpPqbYGf52JBqcThQ/P5ckIcVu8xqcK7Zqms8zuPckO/o8/YXGyvix6pOMSDt6VfUkAgwX6X6tA68+EfUaz6rH6aqLYwYaB9EM6zhkFZTpcKwwPKfcmI+U7WRt9VEC2Q0DZhgEUfvpF+vy+M8+ce8KOnlkMBGgXG6Fz7nGUNJBaVOR+mERYab+DkH5F31JcIJHcgVx51o3gzkdLeg0oDlcTuD6AKkB5RIMGQkvJVtwGw4O5RxSj47GNd0uSrpspHgY3uAYEeKZQNlHiRArz/0Iz8R86MtVCAaFsFzgnjjSwrrGcoH79GjzO6KLeRv1NA7OZ+r7biqa/vtdySp/81ayygyyhajlvzPkc42p64n6ewpHrAeP5XQxpEQLmNOJgrcKJ44AMk43UL8s+M7QVr+vmv5Lw2pL/R2fYi5geDTOIenCnCpwKrrE8Bmejqo/j6dwq4A8lvKzVdN3+KHzBdeoaIJJf6FnmYNkL4gxZrONRXcD9guywWAwGAwGg8EA2AuywWAwGAwGg8EA3CqxGGLnZCMFNQzaPAN1nU9wOjCkzAjP2j6lW7sEpY7Nvvy5vwyr3+ObF9hx3+RP9jommkOSMYCkIKg+hnRC3vWpKzBzXnb7Em0QLknf6fjxGSjWBNwE6I8QzhpxVk0ZkZKlU8Wmi0W44L2CzhwiVIOOCthh7skqgnf/GyqoU++ie8rQv5NDOIegmSlzqF+B9vrxhhk+jPuvvkv+VMU5pDYuUGNlDYw5hoOg2lkH1NAEO/xBS9MpwJMKbTRZ40g7yWcPNA7SgeqUXorKW+6Iiqtdi0ZcbsMhBRKGxhtpjYpm9S7lCOEB48e9dbn51nebGPxYNHEdAS4MNYn/nR+uy/MaXVWwRoCSviti6KTuN7FrHo3759OP1uX3m7J5OMfiQQnTfsOnd89Hur/JFUJfUshgQFXmWLt6bS0svYb662KqPm1hnbz+WhIVyouaYmq9eVtsdB13cTM0hOOrc6TJM90HRY3FanIf8p2nWtO7X6udsjbW8TolO3SCEB052/Mrm4wRlgKZTwTJyeSerp3i+Nax+o470u8KhkRxRzzBdaX1HGMCbRldaMzlO37ATJBXj2dKD8qLvo6HNMJBCuA5TlBGgMANz80BUoggA/2O+lCe4Zxz4a7GnRe4Eav9czhLeN+lhAGOE9GiWs7AsA46HhVDrUnR+wg12nDQKS/0rPHCPtjekF6UN/TDu4Q/VIHyqT5kDlx7/tXls3X5sKf7O0IIGN0cnHMuhvOVpwKBnHKOObKAK8Vxn04jaHM8X8NY52m1NG6GM7wc4B2jeKFxGfg5IS69gNsYhgddd/hc5PvNTe4x6ZDyCT476Wym707uVQeR1Pq+dKX36QjHYf731HfB956pHl9g0Q35XnC7NMd+QTYYDAaDwWAwGAB7QTYYDAaDwWAwGAB7QTYYDAaDwWAwGIBbNcgprIwKiHYL2LwxLSoawtoFx68WsHLZ0NkV1LcgmYWv7tS0UPcyPcC1oUNrncLqa49WXzg9zsNsH2pJlzPfWgRyRPfF0YG+c6mbWrXVNo23uO85dFQlU4KQPjiF/vYc6WvXsEeR5M3TIGe+K5Gnw+a9JiPYOVF+g+Qi2u2Ut6Su3YSkhjS8nj6PjqUPiiGNoy6aWsaL76tdY19m5xov8A/cBy3ZqNemNjmBrcyih+S5r9VQOayPqFmm/pO6Rl53M2Vsfk+6r9qFdGK01qMVVzLAMbBmqp3DCuoGXX78UlZp+QNtBKA2uXaNxLptf0Ju/VaawOn7PVyP9oew8UJqGu3pwsW7a5D/5dv31uVv7+o+upEGyxybBB7WZOPz6Ug6wGaiif561POuMbmUljqB5VE2UPvXDyWKm471+dlcmsBlT7pyYnCDTVOMw9snapsJ1rByQw/nja8JtIyeXSX2WGBcU9e/9dv+urzahdaVKXewcKMl4GKnhrLavnFxsz1SAk389InaLJnS7hB6xPvUat+c9HUT8nq1jrB5rkYooJWd39cYaL6U2DJ7AFvD2UaiHPsG66OLscbH9KXC+IctGvXIBbTGIdbZoIG9Btd9fT7TPChxP2Xu6zNpPUddb8ByAu0wrdZgPRcwtS6uflUItvDggV46bGFfyBjr1mZSH9sS+mJqm5meF6Q32Mp9A5u3L97oGc4Uuo+fnK7LD1pqy8lKY/PLt/ou9zBtptHxPWgyUL9G0CbPl1hPkco3va62evXOj/eKiYP+doF1JYE9I11vQ/9BFeAi1B1HnjWsyil0yp030HB/qDp1jqr37NShKe680LheIZmV6025ef/o78WB2ik917kCvNMUh5rb7kK2epakZzAYDAaDwWAwvAPsBdlgMBgMBoPBYABulViMYfMWheAOYInk/faN4vEr0budA1GWo6X/Tl670M/ordegIxCjwtQUXoPSA35OGgEsrFvgV/bGWbW0gX8ybH3hSyzGfyKuobgG/T+ptg2hLIDUC3/VT8/VBdGMNDavzPTAakuj+kbgXQMWeO3XSGYCHTffAx0Myp52PW65QYndAdmC9Bgto3Ba2MU0LpCKE1Xfa/PUp0KWuHdSrEwZW9XVR2z/VYPXBrV8qXaqd9Evy2qaiOdMB6IB47kvL5jtqx4hEilrx+Co0P6rLvoFt51tIz0P9HsIm5v8vihP2nUlI9CXqHftyqfK54+l4Unxfxmob0o98oY6NZqhDU777l3xcKvaeqrA+D9ZqH5vFkqz/MUrJd612+rHWrIR3QlaMV9V/z4wGYKqhB1TCunQ9bXamQmbBeyVYlotYilZtmHRB+ujbObXh+mYyy3Y6SExb4Wxn44xTmEDmGM8FZDszPdA7ULaRDnNEvPAs+jaoJJp6zd7pMVr1cK6wnH3i+c61TOlktHW8K5YgYn20lIxRzqvNZZTzPOC4xdWiMF8ox6Yn7RVC2CL5mroMEgsyhEiX7G2Rjsav16aHdfcVOcsJqCPcd1wa0NfR0kC7ObKsXQ+0f6eznulhyQt5rz0PIyb8R8/XZcbb9UWww9VD8rSdn+peR1d+baLJezgPGs3ylJWuu9iUi1tokzkriineP2hggbvOoscSXgLyUZyJNU1YFU7P/CfU8UV1n5YtbkDWv9B6hTp2ocP+uvyBKmfk9eaX+kh7EGv8NxooC1h81YmeO8Z+7qFMOO8hzXsdfU7Hh3tZrt4zqMrOOdpdcnPBx9A9gbpFZ+7XJOcc26+36g8roDML6ZUMf5mvwXbL8gGg8FgMBgMBgNgL8gGg8FgMBgMBgNwq8RiPtPP+p026B0kTaUvRPUsd+BG0BGlddiBxOLY0w642X1QCv8K197Tu3vzXJTT8KmojQDsKWUVpNDp7sAUv9YbfU7qHxtVvRQY55wrT0GPgY5IkdBHuo80QuMElCeob+4ETfvV8gnPmQE71VdIDwTz7JzbSPS7r3rHEzpGqAHnh6I56l9xq+sGl3oXgH5Kh9WJebHnJAF6Jq6mc8aP/L/lFtvVfTnfqabN6PjBPlqhL/K0jWOQfKbANhctdd3ZDiQMY5Vn7Q26j84oW6pI7Q3+I8eO+xTpfhkop6nmQdkGdQdJR45ku+ax5myO3cEREu+Kmr8ExBOkKy5VbnytObx8AOp1BVq/pX7P36a72ZoAABJYSURBVN9374r7De0Yfz0R/dzt6j4+zZSE99VAMq7dbdWv/wvRx8MDXyIUYEd3McFagvlcYlnk8C/3ICE50pyiyiwmSwwXFaZCxaAR6ULBseWcTzc2X4taLuqMwILUa4Z0ugtQ19B0rVobdPy6rlxMQcPCySevqa5TrCnOOdc8FWVcO1N/xXPVb7Gtevf/6x+vy5yb8cJvg7ugTokW1o/mKy2uiwNJDRZY6xpfanKXbSwMNd9Nw6Non2gMBoNqyj97qvFfBijjPMkFpBqn2lnvuWEA0a7mBJ0r6FrhnHPRgcY/XSy81L+xL3WoOoayksUHcm1YdrDW7ep5PjugCxOS4u6pvVtnfl0DSkiGqlMAb6loT/M8v4QchGmC38BtqXNfc4TvOr97IcnPs0caH1mufqnvw3nhVG3gyTWdc6tOtTMXj2Ja52KmOcKE3uUYckGe/0htS2Oj9Brn3KFUAU43mf9MLSC/aL+BhJHKIZiT1PG+QvkEXS/G96qlYYvtaseMWr86xZNJos45t/0Z3ZMgT2zADeq53EjcjsZ1QSmPJekZDAaDwWAwGAx3h70gGwwGg8FgMBgMwK0Si62OKKBmCplDCLN5zz0CZuco92c6Pun79NFqSz//02C6eUK5Ab6DX9opq6AkgUjBNBagCHNs+KQUgnILBpQ451z9ojqwhA4LpE8HHyBwgwbbYJkK0Be8nxQODqRnI1AN4QrUos94uoge6jRVCKrLAZwQShjSfxPULhCA0cJ5cb3BRyq331Bioc9HH4BCi3yKpXkoanMxEX3SOgVVjus1LkTJnP9RtXNIgN2+dexMvtqFLKLPAajixQ90TPuNX9f6NSUQOu/sPVGm8221WeMS9FENEpCGBkv9TB0czhHM8lADu/5Gg3TxEHN2R+dhfZxzrn6h76RL6gV0f6uW6lqD/Ck6Q0DEB7CMuSM+6yvsox7rvAm0VN9pv12Xf3UmKnR4De6PsoqNZaGEsT7N9INd7CqHE0VyDeP6ABT8juqUdPVdOrjk52rn1hHWDqgZON7pQuGcL4G6/o4CN7aeY37i/ijdmj2SlCK9FufJ3eB0NsnacKvA8K2fwkEAcpxo7ruDMOBjBQnDosc1XfVon2v+Tp/q3ty7M+XeWsdnUFnTYl5/1VddIREqOqpr9BZaqiatMZxzOJfnaNGE48lUu+aTN5JMDH/yYF1mMMz9/9e5ztnC/MRcKweSiXhLNyQg0cN7zgMcOIKbAj4opYA7BsM36IAx34V8Kq2mvtO+TknXlvE9zKehL71KX1+6KgQIGilGkF6wbVaa55Rq3BVszxgBHfvbo799sHNulkHy8EZtU785M8fFI7wD4BlG6Zbn+oRQtVYXASvPdb2sh3W5C9kd1rY5XCy80JC6LhwuN6Q8QbXsgRILvkvwnYuuFwxOYSOvWnj23YNEqA4JGBx+lrtYYzfeG+e7qmDnFV2wdEzjEaRNEV9UKXu53f3EfkE2GAwGg8FgMBgAe0E2GAwGg8FgMBiA24NCJqCPwLuVgxvMr2OYS9f00/8KuzSzHT9EYeue6IxRIKqtfonvwFGAOyRvcoyYaxOvi+bVZUoYKG2oX1WHVjjn3KK8gYJAmTR97eoP84UBNkGHZLThNkFKNmtSEqDPKRVwzg8aCVEn0pGeo8KlGjYEtZZv7JC+C1qQGFBKwftrniCs41z3ygCQ2rnoj6zjt2X2mcZKTKcB9OVyCwET/4AUHJ08SL2grvTqH4A+gtNABsro8C9B0W+Ykq+wy7Z+iXnRqJZVxGPQZgnoMYxHL7QBl2u9EV06e4Ld1QiCqF3oGLqXOOdcXkdAz9fVTgj1U9Gt80MYtsNZIxm9e8DM1VTn+pP7op/fLCXXOF9KOjDqq+7BCDRlC/TihjSn9hquDwjyGdf1/d4vdX+DjzG4Eg40ONdgt3l4Ub02ljf8FEHXhs2d2pRDtI8RdPFCbZPXRa/TgWTVgSQA1Cmpbzq4NE80fguEjNB4n+4nm8b9XgjIscZNXtc8pYtFcsV1rFo2dld4UjPU/fL7GivtYz3L0r7uNToRxU9niCD3n1PUwgSQoBVbmD9wnyi2de1oDtcnOJsU21ikv3qt80MWwXKBUI2wq3bNzyENcb4TRXEBCcN3PlSdzvu6BkJAyjkesJCSsI35DKrB6anzRuNvcqh6ZwiFmu/5Uojk02o5X4FQE4e1LmwwRAnP8MVGsMsdEEfq4wXm8OmV2rbRqNZPFG0E4/C953xTQoq1KOezBuFWkFJM4fqSwhKn/R0lgV2fadyUEzzDIW1cPlN7JD08m5DuMfvEH+PNjo5b4bjFHGsJFYZMChlBggPZHt20ihQhTTt4PsyqJZnB8ub1M2/ouMkDBoXBsYPPSwQZBXWMoT8A+wXZYDAYDAaDwWAA7AXZYDAYDAaDwWAAbpVY3NvRDtpaLPrkKhWFQ/rYgc6k8XZR6Jho5FMQ4X04QOyCHt4XRUUpwU0uE1m1/72LIatYYuMuf7KvDUCtgc6hs4BzGzt2oTwglc/zJhPKOEDJ4hf+5plubnKPrhc6UW1YLbegUTeDLZxzVBG4+qWuMXyqLm9e8LzYVTpTo4VNn4K/CwbKAPB27lKyEpOBv8lZA/cQbjD2DGEobxjFhWdwDuqG1Deul2Enbl7Xf7SOUQ98l2Nr8L4u1j72qSuO0xj07qqBndoIOMi2dK7aOXQAoKIX29L1NI5EvZKuXjXgHoO2XBzouqTlnXNuuY1ghyeSNtC1IGsjCOZKFGQ0Ak3ffvdd5Vwz3s5Ecz6o99flo2lvXf7g8dm6fDIU7TgZaoKFZ769y2IbwSbol+QKO9RpqlBXX8ZXWHw8wwnIEBag9UBHcvxR8tQ+UvvFI5/Ond2HhAQU9+SHckWoH2t8FJCJ1E5FUS/3ECawUMVb5xrAZYJwGgbPQGKxRH2ihdcALsG4zjtq/2hOyQSCBfYk46Ich9e7K5ad6vlM6rWNOVxyt/49hVBQduClLjjfWSLfhksH5mG01D2FS66tkGhhHcu2IfsA7RvUEUJDR4r7Cuug80T0wHexKCGZmP/R03V5Bjee7leQu7yEm0aiOViONIYox6lf695qQ42VwfsMsBFaJzi+vxHc01GbRQxIqVO3SKsWUOVTuDx8g6CQ+RJBQbgE5aFckw7wPjQONAaSQXUYlnP+s8Z77uCYTl19vFypDWaoXxvH9CFJKBHusfpA8znC4hNFkDCudE5PIuGcS/GOF+M72221cwpZynZNn7/oV7sWUSYShVh78U54NVRbZv1q+UOwmWtDSe0u5D9YC8IMz7+J6lHv6FlRDJHUVgH7BdlgMBgMBoPBYADsBdlgMBgMBoPBYABu5bMa4MFbCaieFBRyyB23+t272xEFdHkF/UPdp+Zmi2qaI2tzd3d1/TKxM24J6pSUewEatXEGSnUKagJ0Ol0yooVP25BS93ZbB9V/Z5DKI6dCimq2CycDSh5AldPQv4CrAXcKz+5thFOcY+cwrhFj07AX8oK6UmZSFhuc0R2QDCl/gLwAagEv5AW7olunutdkooOmB34bM9fdC0tAf9NdhMEflLiQ8iwnrDfDX3RM80xfGD/E2MWwXm75dU1HoJYgPWi8kjSirIHinuka06fSBZGy55+2q66opFVLYyJlEATCPXw5jr8ENHB/lH3kCIJIB5okpMTLSA07fnL3ncK/R6ethv7iVCbvi1zXOGyozV6NFLTy0a5o4p9fi1ZufOi7sIxPtRat0IjpoNrc3qWQHmFMpKBVGZBAlxOOmwZkTpRqhQt9Pn3ky5nSgeZe7Wvd3+wjUe3TJ1oE6USz2Ne56ExCCU7U14ScvS+KlC4qRaLGSIcIhZn660I40LnyHdWJ3/eujftewPS/dvHubgR8Piw0JNzWc/VdPFN9owmuQWOSBhaM0l9PKUGZ3td8m+1qHOz+UjwwZQ7LjubO5J4+3/qs2sGhXN6QPEHnEMoRCv+ZylAfgut6NMLDjMdnaEzIGWp9tB/kNezTBhwc5jvVspfpoS+9ylNZTtVPJOkI6C5yX8fkTa25MeQn+ankVndFiYotGdaxUh8lDbXH9VhzKoWTD5+1m8FEnrNEF24mdZwX7j2UNhSoH501HKQR9V3Nu0YN6zIkDNOpxnWSqh/TT+Gi4pxbdiG5KtX3f3Qgh5WrJeR5eOh9uCMnleFSa/8OZBhzrOMhHmZXA60Xh0/k1kHntJNoQ8KRbzT07+t0Wj3259v6vL6jZ2q416s8fv3/t/6vwWAwGAwGg8Hwdwz2gmwwGAwGg8FgMAC3Six265PKz7n7kebPnnk+wkFIWQQdn5pLkIHu7dScgwqFKTQlEDS9D1CnHDvPaRY9B+3AgIjQCx+hCbpPXWVw7KAsgLRqOtZ3uPOXtKp3jcEGPfZv4NHbOA9dQ3j/lDU45zt2tI9Unu2i3hnKUzUCHTdupPtuwfwQO1fn2P0MKopuJJS7UHrB+9uUu/guJPg+vrP7a7Xt8D3s/AVVPnmocusN+wvSkBmkCh2dx3MXQf9mLf/vTvYlkW9V79QOQD83X1Xvsp09FuUWwgS9DOnGgPCLPxdNtnxPFD0lGc75ISeN59eqE+jMEjvMI0gTiraote2/PK2s9204bIui3sJaEEKftJNqTfrp4PG6/PqN3AjStsbs9AWoSeerobjjnOMxAvMdTG5wqIDKbOs1xkeT1DJ3sFfLC1ZNnT8Z+u4nGfpm9KeP1mU6B+QIxvCkFJgutWu1R4YAkcnHarPW130dsyMatfFGkpbZI1GyyQX0Us6XVRCk41nXESQ43S/Vp4sd33XkTmCfognHj+gEBGp+QBkHpHktOElkfl/kcJaJ4FCx9ws4KUTV62ntWv1Iqdj8vp5xzQETo6g/0yD1VsAVxsC9bf6Pi96Kpq6fajA3XmLAY56XTd336oHOFZ9p7Vl24ZACucWix/WGMj1XCTqOOOdcBslE44VkB5M/frYutz6VvCi5VJ1KuC19EyyX1bKKR/fVfkfnPR1T8JmPdx0oo6KNx2UNOS2UchYM4oC8o4VgEgaZOISizfYgFU0QzjLT3Cnw/uWFvFUrE//mEqna/3t7b9flDxuSr/wng++tyx3Ibl8Neuvyo65kbbVI9esvdROUzR1sa405udSLy1ZHc+vwoZ5Fzjl3/hmkOWfVv/MysITvaH4j3P4bsf2CbDAYDAaDwWAwAPaCbDAYDAaDwWAwALdKLIaZqJf9uujPtKmf4pfYTRghjWA41M/pAXZmlgs/fGO3pZ/RM0ggwhs2M2ctUJg41QrZ6Mw8p5E2jbpJ2d9E65M2d865oIYd6mB3+P3Flk7QOgFldE9UEn/up+tCbQCqth3hGFZQRQaRBKVPmDDIZL5dHarBNsh21F9pTVRNnr27iwX/7Cqr1QWu8wZZ9tgJ3jrC2GqjHnX/RHSxiNBPyxokHXAOqF+AisbO+s5zumxU80/DZ+qL+oWO6aCuq6bOv/1X2tHrnHOz90Rb0oUkgPQiudQ8mHwoWUDrBXbGM+CgzjJ2B4P+TaHOKPZEXZVx9Xmc82n+gPRuS+Nj/kj1Y//WLkTnBpPqHfq3ISvUzpcT8Zak7D4fSh6ytyVaegJz//FnoIk31hFPlgUGs/lWNzJ+oj7mLvTGiT6fIbPh9O9j/L7GfO5jRzrovvRrdAzcCK5/6FPlW5AehLBeCRDqk67URwXWieRc7R9OtFgFGdwtQG+zT7neZFsIlICLBV0dnPOdV8KhxnI4BjeMdSHeR0DEiejTqI2G/QagPGbZU9kL4kFAB2VIlK+tav68aJ4hKAdzPeHcgyyD8ollB44nI42h0WM4QK3k2kKZUwLHGLpvlLvqr2XPl6XUpwjZQp3yLu67h8AISOroVLJ4rPFYu9Lns30EBY2rJTTec2oK14vS/00uxv9lB5Lw0HFj+i3R6c3nWgvyN9IOBvG7B8yUeE+ot9W2B01R/n3IxiZjOPPU8ezFeTYdt+guxRG1grwjhsx00IdTBhw0UrhP1OoaE6MLzaPHj6XnaKe6n4upjqGjWM1/vfGCSX55fn9d3km0DtFxg9JP4n5DfcTAEjprvN9RXf/6/KGOmWM9HOiZFU389abo4P3hERy/ruEeg3fFLtyZgqnWw/wUITkVsF+QDQaDwWAwGAwGwF6QDQaDwWAwGAwGICg3DNENBoPBYDAYDIa/y7BfkA0Gg8FgMBgMBsBekA0Gg8FgMBgMBsBekA0Gg8FgMBgMBsBekA0Gg8FgMBgMBsBekA0Gg8FgMBgMBsBekA0Gg8FgMBgMBuD/BwkZJHqePTDbAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 720x720 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "word_index = command_words.index(\"right\")\n",
    "\n",
    "X_right = np.array(X_train)[np.array(Y_train) == word_index]\n",
    "plot_images2(X_right[:10], IMG_WIDTH, IMG_HEIGHT)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
